240 results found.
... Science Frontiers ONLINE No. 89: Sep-Oct 1993 Issue Contents Other pages Home Page Science Frontiers Online All Issues This Issue Sourcebook Project Sourcebook Subjects Transcendental Messages In Transcendental Numbers Those complex crop circles supposedly conveying messages from extraterrestrial entities all seem to be hoaxes. We must, therefore, search out other sources of transcendental signals. Fortunately, a brand-new, unhoaxable communication channel has opened up. Forget standard numerology, the Number of the Beast (666), and all that. Instead, give the letter A the value 1, B = 2, C = 3, etc. Next, add to your scheme a breakthrough discovery of L. Sallows, let 0 = _, and interpret _ to be a space, so that we can make sentences out of words. Finally, discard our usual base of 10 and adopt as a base 27 -- the number of letters in our alphabet plus _, the space. In this system, B_C decodes as 2 x 272+ 0 x 271+ 3 x 270 , which equals 1461 in decimal. Now we have a way to convert numbers into words in a novel, though tedious, way, and vice versa. For example, CHAT+ TALK = WIND, which is not an unlikely word equation. Really fantastic word-number equalities can be found with the help of a computer. Who would have ever guessed that the following magic square of meaningful words could be constructed? DIM OWE TUG RAP RIG TAP DOT RAY THE TIP NAP DID PAP DUD SPY TOW The magic constant is ...
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... Science Frontiers ONLINE No. 126: Nov-Dec 1999 Issue Contents Other pages Home Page Science Frontiers Online All Issues This Issue Sourcebook Project Sourcebook Subjects The Number Module B. Butterworth, author of the new book The Mathematical Brain , proposes that your brain boasts a tiny module of cells -- just over your left ear -- that endows you with a sense of number. These cells allow you, for example, to grasp instantly "fourness," say the number of corners on a square without counting them one-by-one. Unfortunately, this capability usually does not exceed fiveness. If there were 10 people on a corner, you would have to count them individually -- if you are normal. But some people are abnormal. Recall from SF#125, the savant who could tell at a glance that 111 matches littered the floor without counting each individually. He grasped 111-ness! At the other end of the scale, Signora Gaddi cannot even distinguish that 20 is greater then 10. She cannot use the telephone or catch numbered busses. Facts involving numbers above four are a mystery to her. Even when there are four or fewer objects, she must count them one-byone. Nevertheless, Gaddi's intelligence and social skills are normal. She lost her number-savvy when she suffered a stroke that apparently short-circuited that number module over her ear. Are other mammals equipped with number modules? No one knows. And what forces encouraged the human brain to sprout a few extra cells on the inferior parietal lobule; that ...
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... Science Frontiers ONLINE No. 19: Jan-Feb 1982 Issue Contents Other pages Home Page Science Frontiers Online All Issues This Issue Sourcebook Project Sourcebook Subjects Magic numbers in helium-atom clusters Because spheres can be packed snugly together in certain configurations, one would expect the atoms of inert gases, such as helium, to cluster together in similar tightly packed groups. The numbers of spheres or atoms in these geometrically and energetically favored clusters are termed "magic." One would expect, for example, the number 13 to be magic because this would be the number of spheres fitting tightly into a 20-sided solid. Sure enough, when clusters of helium atoms are "weighed" with a mass spectrometer, the number 13 is strongly favored; so are 19, 25, 55, 71, 87, and 147. Some of these experimentally derived magic numbers can be predicted theoretically, but others were surprises. Some theoretical magic numbers did not turn out to be magic in reality; notably 7, 33, and 43. Clearly nature has other criteria for "magickness" than the physicists. (Anonymous; "Magic Numbers Do Hold Atoms Together," New Scientist, 92:598, 1981.) From Science Frontiers #19, JAN-FEB 1982 . 1982-2000 William R. Corliss ...
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... Science Frontiers ONLINE No. 111: May-Jun 1997 Issue Contents Other pages Home Page Science Frontiers Online All Issues This Issue Sourcebook Project Sourcebook Subjects Something Strange Is Going On!Where? "Everywhere, of course," is the answer of any anomalist worth his or her salt. Especially, though, something strange in going on with prime numbers. In an homage to the revered mathematician P. Erdos, who died September 20, 1996, D. Mackenzie mentioned a theory Erdos published in 1940 with M. Kac. This theory states that a plot of the number of prime factors of very large numbers forms a bell curve -- almost as if these numbers were "choosing" their prime factors at random. Alluding to a assertion Einstein is said to have made, Erdos commented: "God may not play dice with the universe, but something strange is going on with the prime numbers." (Mackenzie, Dana; "Homage to an Itinerant Master," Science, 275:759, 1997.) Cross reference. The distribution of prime numbers is more than strange, see the plot in SF#42/332. What do prime numbers have to do with the real world? Are math and natural science really separate, unlinked disciplines? Pythagoras, 2,500 years ago, decided that: "All is number." He may be right. A strange connection seems to exist between prime numbers and quantum physics. On one side of the chasm that supposedly separates math from physics, we have the prime numbers and the Riemann zeta ...
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... Science Frontiers ONLINE No. 42: Nov-Dec 1985 Issue Contents Other pages Home Page Science Frontiers Online All Issues This Issue Sourcebook Project Sourcebook Subjects The Fabric Of Prime Number Distribution Mathematicians and many non-mathematicians have soft spots in their hearts for numbers that cannot be subdivided; that is, the prime numbers. No one has ever been able to figure out any foolproof system to their occurrence or how to generate them all by formula. Some primes, such as 11 and 13, 17 and 19, etc., come in pairs; but most don't . And some formulas are particularly good at generating primes, but they all fail somewhere. One such formula was discovered by Leonhard Euler, the great mathematician: n2+ n+ 41 This formula works for n = 0, 1, 2,...39; but fails at n = 40. An interesting consequence of Euler's formula can be made apparent when all numbers from 41 to 440 are written in a square spiral, like so: All of the numbers on the diagonal indicated are Euler formula primes, even when the spiral is expanded to 20 x 20. However, when the 20 x 20 spiral is examined closely, many of the other primes -- those not generated by Euler's formula -- also tend to line up on diagonals. This is a most intriguing characteristic, one which goes far beyond the 20 x 20 array mentioned above. The computer-generated display shown below lays out a huge square spiral, with each prime a bright dot. ...
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... Science Frontiers ONLINE No. 86: Mar-Apr 1993 Issue Contents Other pages Home Page Science Frontiers Online All Issues This Issue Sourcebook Project Sourcebook Subjects All roads lead to 123 "Start with any number that is a string of digits -- , say, 9 288 759 -- and count the number of even digits, the number of odd digits, and the total number of digits it contains. These are 3 (three evens), 4 (four odds), and 7 (seven is the total number of digits), respectively. Use these digits to form the next string or number, 347. If you repeat the process with 347, you get 1, 2, 3. If you repeat with 123, you get 123 again. The number 123, with respect to this process and universe of numbers, is a mathematical black hole." We have a black hole because we cannot escape, just as spaceships are doomed when captured by a physical black hole! You end up with 123 regardless of the number you start with. Other sorts of mathematical black holes exist, such as the Collatz Conjecture, but we must not fall into them because our printer awaits. (Ecker, Michael; "Caution: Black Holes at Work," New Scientist, p. 38, December 19/26, 1992.) From Science Frontiers #86, MAR-APR 1993 . 1993-2000 William R. Corliss ...
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... Science Frontiers ONLINE No. 28: Jul-Aug 1983 Issue Contents Other pages Home Page Science Frontiers Online All Issues This Issue Sourcebook Project Sourcebook Subjects Evolution By Numbers The following paragraph is taken from a letter to Nature by a "practising geneticist." "In the discussion in your columns about the application of quantitative methodology based on the study of evolutionary processes to the analysis of the development of human culture, there is an unquestioned assumption on both sides of that issue that quantitative theory, as expounded by practitioners such as Fisher, Haldane, Wright, Cavalli-Sforza and Maynard Smith, has been successful in illuminating and explaining the process of biological evolution and the genetic relationships between species. As far as I know, there is no evidence to support this assumption. Indeed, there is a vast number of observations unaccounted for in the extant quantitative evolutionary theories. Many of these observations (inducible mutation systems, rapid genomic changes involving mobile genetic elements, programmed changes in chromosome structure) challenge the most fundamental assumptions which these evolutionary theories make about the mechanisms of hereditary variation and the fixation of genetic differences." (Shapiro, James A.; "Evolution by Numbers," Nature, 303:196, 1983.) Comments. The "observations unaccounted for" are buried in such obscure journals as S.B . ges. Morph. Physio. (Munchen). It is pretty obvious that the Sourcebook Project is just scratching the surface. From Science Frontiers #28, JUL-AUG 1983 . 1983-2000 William R. Corliss ...
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... Science Frontiers ONLINE No. 132: NOV-DEC 2000 Issue Contents Other pages Home Page Science Frontiers Online All Issues This Issue Sourcebook Project Sourcebook Subjects Puzzling Partitions The Indian mathematician S. Ramanujan's has been called a "magical genius" because his remarkable insights seemed to come out of the blue -- like magic. We have not neglected Ramanujan in this newsletter ( SF#53 and here ), and now we spotlight him again. First, a quick primer on a fascinating mathematical byway called "partitions." A partition is a way in which a whole number can be expressed as the sum of positive integers. For example, 5 can be partitioned in seven ways: 5 4+ 1 3+ 2 3+ 1+ 1 2+ 2+ 1 2+ 1+ 1+ 1 1+ 1+ 1+ 1+ 1 The number 4 has only five partitions. Check it out. Historically, ordinary mortals saw no patterns in the number of partitions possessed by the parade of numbers until Ramanujan came along. He had in front of him a list of the number of partitions for each of the first 200 integers. They ranged from one (for 1) to 3,972,999,029,388 (for 200). [That of a computer is itself worthy of mention!] Here is the order that Ramanujan perceived: Starting with 5, the number of partitions for every seventh integer is a multiple of 7, and starting with 6, the number of partitions for every 11th integer is a multiple of 11 ...
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... Science Frontiers ONLINE No. 69: May-Jun 1990 Issue Contents Other pages Home Page Science Frontiers Online All Issues This Issue Sourcebook Project Sourcebook Subjects Krypton-cluster magic numbers Krypton atoms cluster together in stable clumps of 13, 55, 147, 309, 561,... atoms. Ordinarily, krypton, being a noble gas, does not enter into any combinations with other atoms - even other krypton atoms. However, P. Lethbridge and T. Stace, at the University of Sussex, have coaxed krypton atoms to cluster together in large, crystal-like clumps with icosohedral symmetry; that is each clump possesses 20 regular faces. The coaxing occurs when gaseous krypton trickles into a vacuum chamber through a hole only 200 micrometers in diameter. The expansion of the gas cools it so that when krypton atmos collide, relative velocities are low, and the weak Van de Waals forces between the atoms are sufficient to hold the clumps together. So far, clumps of 147 and 309 atoms have been detected with a mass spectrograph. One theory of atomic "pack ing" predicts clumps should have "magic numbers" of 13, 55, 147, 309, 561, 923 .. .. So far, the "magic" has been working! (Baggott, Jim; "Krypton Atoms Cling Together in 'Shells,'" New Scientist, p. 31, March 3, 1990.) Comment. One would anticipate that the smaller clumps of 13 and 55 atoms would be easier to assemble. From Science Frontiers #69, MAY-JUN 1990 ...
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... Science Frontiers ONLINE No. 110: Mar-Apr 1997 Issue Contents Other pages Home Page Science Frontiers Online All Issues This Issue Sourcebook Project Sourcebook Subjects Alphamagic Squares Not everything in SF is profound or anomalous, although we hope most of the items are at least interesting. Magic squares, we think, are endlessly fascinating. They exist in forms that verge on the unbelievable. You can even construct large magic squares from smaller magic squares. Nevertheless, the fact that alphamagic squares exist in large numbers is unexpected. Alphamagic squares come in pairs. The first member of the pair consists of a magic square in which the numbers are spelled out letterwise, as in this example: five twenty-two eighteen twenty-eight fifteen two twelve eight twenty-five The numbers add up to 45 in all rows, columns, and diagonals. The square is "magic" in words. The second member of the pair is formed by counting the number of letters in each word of the first square, thus: 4 9 8 11 7 3 6 5 10 This square is also magic, adding up to 21 in all directions! Just a fluke, you say? Not so. You can even construct alphamagic squares in different languages. In his column in Scientific American, I. Stewart provides examples in French, German, Welsh, and even Swahili! In German, there are no less than 221 alphamagic squares using numbers under 100. (Stewart, Ian; "Alphamagic Squares," Scientific American, 276:106, January 1997.) Comment. The "deep ...
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... Science Frontiers ONLINE No. 102: Nov-Dec 1995 Issue Contents Other pages Home Page Science Frontiers Online All Issues This Issue Sourcebook Project Sourcebook Subjects 1, 089, 533, 431, 247, 059, 310, 875, 780, 378, 922, 957, 732, 908, 036, 492, 993, 138, 195, 385, 213, 105, 561, 742, 150, 447, 308, 967, 213, 141, 717, 486, 151 This 97-digit number is a prime, divisible by only 1 and itself. But, add 210 to it, and you get still another prime. Add another 210, and another prime pops up! You can do this six times and gets a series of seven consecutive primes in an arithmetic progression. Neat! And just a tiny bit of order in the distribution of primes. It took H. Dubner and H.L . Nelson about two weeks with seven computers running continuously to come up with this discovery. It seems relevant to mention that these gentlemen are semiretired and retired, respectively. (Peterson, I.; "Progressing to a set of Consecutive Primes," Science News, 148: 167, 1995) Comment. There are other traces of order in the distribution of primes. See SF#42/332. (We are crossreferencing by SF# and by the /page number in the book Science Frontiers, in which the first 86 issues of SF are collected, organized, and indexed. Details here . From Science Frontiers #102 Nov- ...
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... Science Frontiers ONLINE No. 108: Nov-Dec 1996 Issue Contents Other pages Home Page Science Frontiers Online All Issues This Issue Sourcebook Project Sourcebook Subjects Sunspots And Planetary Alignments Many scientists and laymen have noticed that the sunspot cycle and Jupiter's period are both about 11 years. This must be a coincidence, because the tidal forces exerted on the sun by distant Jupiter seem far too weak to disturb the sun's internal operations. (See details in ASO9 in The Sun and Solar System Debris.) Could it be that we are missing something, for there is some evidence that some planetary alignments also exert influence on the number of spots seen on the sun's face? In particular, the Uranus-Neptuneearth conjunction has been investigated by B. Payne, who wrote the following in Cycles: "Sunspots increase when two or more planets line up, an effect I have observed for more than a decade. During the last six years, Uranus and Neptune have been within a few degrees of each other. Their conjunction, which occurs every 137 years, is an ideal situation to validate the hypothesis that sunspot numbers are associated with planetary positions." Payne's lengthy analysis is omitted, but the essence of his study can be seen in the accompanying graph. He concludes: "The results clearly show that sunspot numbers increase markedly during Uranus-Neptune-Earth-sun alignments." (Payne, Buryl; "Sunspot Number Changes during Planetary Alignments," Cycles, 45:146, 1995) Comment. It will take a lot more than ...
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... Science Frontiers ONLINE No. 109: Jan-Feb 1997 Issue Contents Other pages Home Page Science Frontiers Online All Issues This Issue Sourcebook Project Sourcebook Subjects Indeterminacy In Computers In SF#108, it was remarked that a chessplaying computer will sometimes make different moves when faced with identical boards. R.G . Everit responds that this is not really mysterious. The better chess-playing computers are actually designed to behave unpredictably when confronted by several moves of roughly equal promise. This feature makes it more interesting for human players. Everit also sets us straight in the matter of computer determinacy. "However, contrary to your basic assumption, most computers (even a home PC) can be forced to behave truly unpredictably. This cannot be done using the random-number generators supplied with the software, as these depend upon some mathematical formula and so are determined in advance, even if they appear to show no pattern. But if the machine has an internal clock readable by the programmer, he can determine the machine's choice depending upon the time required for some complex calculation, which will vary according to such factors as minute voltage variations and the aging of the machine's components. For example, the CDC 3600, on which I learned to program in 1975, had an accessible microsecond clock, and my program to calculate the first five perfect numbers* required about 15 minutes of run time; the last few digits of the exact number of microseconds required to run this program each time varied quite unpredictably. In other words, it was a random number, except ...
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... Science Frontiers ONLINE No. 110: Mar-Apr 1997 Issue Contents Other pages Home Page Science Frontiers Online All Issues This Issue Sourcebook Project Sourcebook Subjects http://www.aros.net/angio/pistuff/piquery At this Web site you can enter your Social Security Number (or telephone number, etc.) and discover if it appears among the first 1.25 million digits of pi. Perhaps when God was designing the Universe and was contemplating what the value of pi should be, he put your number somewhere in this transcendental number! (Anonymous; New Scientist, p. 64, January 4, 1997.) Comment. Of course, pi has as many digits as you care to compute (at least we think it does!) If your number is not among the first 1.25 million digits, it will certainly appear somewhere later. It's just that you are not first in line! From Science Frontiers #110, MAR-APR 1997 . 1997-2000 William R. Corliss ...
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... Science Frontiers ONLINE No. 138: NOV-DEC 2001 Issue Contents Other pages Home Page Science Frontiers Online All Issues This Issue Sourcebook Project Sourcebook Subjects Born To Enumerate Einstein once said in connection with his celebrated mathematical insights: Words and language...do not seem to play any part in my thought processes. A French scientist, S. Dehaene, sees in this declaration support for his claim that human brains possess a "number sense" that is independent of language and symbols, including even the numerals we use in arithmetic! The numerals, says Dehaene, are needed only in "exact arithmetic," which is a cultural invention and unrelated to the "number sense." Exact arithmetic, in fact, is an activity of our left brain where language is processed. Our general number sense, though, is sited elsewhere; the parietal lobe, to be specific. Dehaene's experiments with babies demonstrate that, even before they can speak or do exact arithmetic, they can do "approximate arithmetic"; that is, they can distinguish between these two sequences of tones: beep-beep, beep-beep, beep-beep beep-beep, beep-beep, beep-beep-beep. This number sense is apparently hardwired in a specific part of the human brain and the brains of a few other animals that have been tested (monkeys and rats). (Baiter, Michael; "What Makes the Mind Dance and Count?" Science, 292:1635, 2001.) Comment. Superficially, distinguishing between strings of beeps would ...
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... Science Frontiers ONLINE No. 85: Jan-Feb 1993 Issue Contents Other pages Home Page Science Frontiers Online All Issues This Issue Sourcebook Project Sourcebook Subjects Electronic Channeling Those ubiquitous solar-powered calculators may be the latest mechanism by which other "intelligences" are trying to communicate with us. Here is how this novel information channel works. You put your solar-powered calculator (a cheap one will do) in your desk drawer and close it. When you again open the drawer and light hits the calculator, a number, perhaps a letter, or even an unrecognized symbol may appear. What's going on here? What do these "messages" mean? C. Bentley, in a letter to the New Scientist, related how his calculator most frequently flashes the number 5, but many other numbers may also appear. His calculator works perfectly after he has disposed of the gratuitous information. Something must be generating these strange data. In his final paragraph, Bentley muses: "It has occurred to me that perhaps someone or something is trying to communicate but I fear that if this is the case the message has so far eluded me. The numbers don't work on pools either." (Bentley, Chris; "Dark Secret," New Scientist, p. 52, October 10, 1992.) From Science Frontiers #85, JAN-FEB 1993 . 1993-2000 William R. Corliss ...
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... Science Frontiers ONLINE No. 94: Jul-Aug 1994 Issue Contents Other pages Home Page Science Frontiers Online All Issues This Issue Sourcebook Project Sourcebook Subjects Music And Theories Of Everything Warning: We never promised that Science Frontiers would be easy or even compatible with your world view! Furthermore, archeology is more than shards and arrowheads. Today's physicists enjoy speculating about Theories of Everything, but they really don't nean everything ! They just mean physics and cosmology. Some 5,000 years ago, the Sumerians constructed a remarkable Theory of Everything based upon music, a base-60 number system, and symmetry concepts. These Sumerians didn't have supercomputers but they were able to incorporate into their theory much more than physics and cosmology. Below, E.G . McClain provides some insight into ancient Sumerian thinking: "In ancient Mesopotania,music, mathematics, art, science, religion, and poetic fantasy were fused. Around 3000 B.C ., the Sumerians simultaneously developed cuneiform writing, in which they recorded their pantheon, and a base-60 number system. Their gods were assigned numbers that encoded the primary ratios of music, with the gods' functions corresponding to their numbers in acoustical theory. Thus the Sumerians created an extensive tonal/arithmetical model for the cosmos. In this far-reaching allegory, the physical world is known by analogy, and the gods give divinity not only to natural forces but also to a 'supernatural,' intuitive understanding of mathematical patterns and psychological forces." To understand the role of musical theory in modeling ...
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... Science Frontiers ONLINE No. 120: Nov-Dec 1998 Issue Contents Other pages Home Page Science Frontiers Online All Issues This Issue Sourcebook Project Sourcebook Subjects The First Digit Phenomenon Back in 1881, Simon Newcomb, the renowned Canadian-American scientist, published a provocative conjecture that was promptly forgotten by everyone. Newcomb had noticed that books of logarithms in the libraries were always much dirtier at the beginning. Hmmm! Were his fellow scientists looking up the logarithms of numbers beginning with 1 more frequently than 2, 3, etc.? It certainly seemed like it. He formalized his suspicions in a conjecture: p = log10 (1+ 1/d ) Where p = the probability that the first significant digit is d. This (unproven) equation states that about 30% of the numbers in a table or group will begin with 1. Only about 4.6 % will begin with 9. This result certainly clashes with our expectation that the nine digits should occur with equal probability. Fifty-seven years later, F. Benford, a GE physicist, unaware of Newcomb's paper, observed the same dirty early pages in the logarithm tables. He came up with exactly the same conjecture. Benford didn't stop there. He spent several years collecting diverse data sets -- 20,229 sets, to be exact. He included baseball statistics, atomic weights, river areas, the numbers appearing in Reader's Digest articles, etc. He concluded that his (and Newcomb's ) conjecture fit his data very well. There were notable exceptions ...
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... Science Frontiers ONLINE No. 9: Winter 1979 Issue Contents Other pages Home Page Science Frontiers Online All Issues This Issue Sourcebook Project Sourcebook Subjects Transcendental trivia?Both e (2 .7182...) and pi (3 .1416...) are transcendental numbers of great significance in mathematics and the scientific description of nature. Instead of being neat and orderly (as we devoutly hope nature will be), the decimal expansions of these two numbers are patternless, some say ugly. Faint hope arises at the 710,150th digit of pi where a satisfying string of seven consecutive 3s appears (. .. .353733333338...). More reassuring is the observation that (pi)4+ (pi)5 almost exactly equals e6 . We are sure that great truths lie hidden in these two numbers (despite their unattractive decimals) when we find that a 5x5 magic square (first row: 17, 24, 1, 8, 15) can be transformed by the alchemy of pi into an unmagic but very strange square. To do this, replace the 17 by the 17th digit of pi (this is 2); 24 by the 24th digit (this is 4); and so on. The rows and columns of the new square add up to the same numbers: columns; 17, 19, 25, 24, 23; rows; 24, 23, 25, 29, 17. (Yes, the order given is correct.) Gardner maintains that this astounding transformation is merely a coincidence, like all of the ...
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... Science Frontiers ONLINE No. 133: JAN-FEB 2001 Issue Contents Other pages Home Page Science Frontiers Online All Issues This Issue Sourcebook Project Sourcebook Subjects Superorganisms: From Simplicity To Complexity Superorganisms are biological entities made up of large numbers of simpler entities that have banded together to perform functions they cannot do as individuals. Termite mounds are often mentioned as superoganisms. But here we examine colonies of organisms that are much simpler and much smaller than termites. What entices the anomalist to attend to superorganisms? Here are two of the several questions superorganisms raise. How do superorganisms evolve properties that its constituent individuals do not possess, such as mobility, unique sensors, and even a modicum of intelligence. Since superorganisms do not reproduce as superorganisms, how can natural selection operate on these superorganisms? Salps. Books dealing with the unexplained sometimes include a photograph of a huge marine creature identified as a sea monster. This famous photo is real and so is the monster in it. But this creature is not reptilian; it is really a salp, a colonial tunicate. Tunicates are tiny, primitive marine organisms usually classified as invertebrates. Some species of tunicates have somehow acquired the habit of aggregating in immense numbers to create long, hollow, snake-like tubes called "salpa." Salps may reach lengths of 45 feet, with diameters of 3 feet. No wonder they are falsely identified as sea monsters. Structurally, the tunicates comprising the salp are embedded in a gelatinous wall facing inward. Each possesses a siphon that pumps nutrient-carrying sea water. Working in unison, the tunicates create ...
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... far surpass expectations based on past performance. Anyone hearing a fine symphonic or jazz group hopes for one of those "special" concerts that uplift both the audience and the performers. Perhaps less frequent, but more spectacular, are examples in sports, such as the 1980 U.S . Olympic Hockey Team, a group of talented amateurs who stunned the world by winning the gold medal against the vastly more talented and experienced, virtually professional Russian and Finnish teams. These occurrences, although unusual, are much more frequent in American business than is commonly suspected."* Assuming that FGE is a real phenomenon, can it be measured objectively? Yes, says W.D . Rowe, and he tells how it has been done. The Princeton Engineering Anomalies Research group has developed a random number generator that produces an unbiased series of bits such that a large sample will average 50% 1s and 50% 0s. PEAR normally uses this machine in psychokinesis experiments in which an individual mentally attempts to skew the statistically expected 50:50 outcome. But that's a different story. Here, the thought is that the PEAR random number generator is also a "consciousness detector." Since FGE seems to involve a group's collective consciousness, perhaps this random number generator will respond with a skewed train of 1s and 0s -- even when the group in unaware of its presence. Rowe reports that eleven group experiments have been carried out in which FGE seemed to be present according to participants. During these periods of group resonance, often hours long, the random number generator ...
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... Science Frontiers ONLINE No. 139: Jan-Feb 2002 Issue Contents Other pages Home Page Science Frontiers Online All Issues This Issue Sourcebook Project Sourcebook Subjects And The Machines Wept For Man Philosophers have always wondered if humans and life in general are really completely detached from the material world of non-life. Might there be unrecognized influences humans (and possibly other animals) exert knowingly or unknowingly upon inert matter? Many have been the experiments in which humans attempt to affect the swinging of a pendulum, the throws of dice, or the output of a random-number generator. The parapsychologists declare that, YES, humans can exert tiny but statistically significant influences on such devices. But other scientists and the man-in-the-street would really like to see a robust physical effect, not just a bunch of statistics. An ambitious endeavor called the Global Consciousness Project just might be able to produce a more satisfying mind-over-matter effect. This Project is conducted by a group of scientists who maintain a dispersed network of random-number generators (RNGs). A total of 38 RNG stations are presently "listening" for global perturbations in whatever medium carries the supposed human-to-matter influences. The analogy to global weather and seismological stations is appropriate here. On September 9, 2001, the Global Consciousness Project network of RNGs did indeed detect a sort of groaning in the consciousness of the planet's human cargo. The dispersed RNGs produced strings of numbers that were rather far from random, as indicated on the accompanying graph. For three days the ...
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... Science Frontiers ONLINE No. 48: Nov-Dec 1986 Issue Contents Other pages Home Page Science Frontiers Online All Issues This Issue Sourcebook Project Sourcebook Subjects Rhythms in 5,927,978 french births The following is an English summary of a paper that appeared in a French scientific journal. "Is there any relationship between the times when babies are born and the synodic lunar cycle? There are published works that show that there is such a relationship. We have looked at 5,927,978 French births occurring between the months of January 1968 and the 31st December 1974. Using Fourier's spectral analysis we have been able to show that there are two different rhythms in birth frequencies: (1 ) A weekly rhythm characterized by the lowest number of births on a Sunday and the largest number on a Tuesday; (2 ) An annual rhythm with the maximum number of births in May and the minimum in September-October. "A statistical analysis of the distribution of births in the lunar month shows that more are born between the last quarter and the new moon, and fewer are born in the first quarter of the moon. The differences between the distribution observed during the lunar month and the theoretical distribution are statistically significant." (Guillion, P., et al; "Naissances, Fertilite, Rythmes et Cycle Lunaire," Journal de Gynecologie, Obstetrique et Biologic de la Reproduction, 15:265, 1986.) From Science Frontiers #48, NOV-DEC 1986 . 1986-2000 William R. Corliss ...
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... Science Frontiers ONLINE No. 45: May-Jun 1986 Issue Contents Other pages Home Page Science Frontiers Online All Issues This Issue Sourcebook Project Sourcebook Subjects Scant Ant Chromosomes The Australian ant Myrmecia pilosula, called the "bulldog ant" because of its viciousness, carries all its genetic information in a single pair of chromosomes. (Males are haploid and have just one chromosome.) Although classified as a "primitive" ant, the bulldog ant exhibits complex social behavior and is obviously far from a simple biological entity. Biologists were therefore surprised to find all genetic instruction residing in a single chromosome pair. Social insects tend to have higher chromosome numbers. It is also interesting that Myrmecia pilosula, originally described as a single species, actually consists of several distinct sibling species with chromosome numbers (i .e ., pairs) of 9, 10, 16, 24, 30, 3l, and 32. Yet, they all look pretty much alike. (Crosland, Michael W.J ., and Crozier, Ross H.; Myrmecia pilosula, an Ant with Only One Pair of Chromosomes," Science, 23l:1278, 1986.) Comment. Chromosome number or the sheer quantity of genetic material seems poorly correlated with biological complexity. From Science Frontiers #45, MAY-JUN 1986 . 1986-2000 William R. Corliss ...
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... Science Frontiers ONLINE No. 131: SEP-OCT 2000 Issue Contents Other pages Home Page Science Frontiers Online All Issues This Issue Sourcebook Project Sourcebook Subjects Oh, The Complexity of it All!The headlines say that the human genome has been charted and further imply that we now can read life's total blueprint. Closer study of the announcement reveals that there still remain unreadable snippets of the genome here and there. In fact, the total number of human genes is still in doubt: maybe 30,000, some say 120,000. This wide range of uncertainty does not inspire belief in the accurate readability of this biological blueprint at the present time. Usually left unsaid is the fact that the present blueprint covers only 2-3 % of the territory. That's right, 97-98% of the human genome isn't mapped at all. This uncharted territory is assumed to be "junk" or "nonsense" DNA that plays no role in heredity. Want to bet that this assumption is correct? And don't forget that genes jump around. The genome is really a moving target. Genes also work in concert. It is not one gene coding for one protein, which then has a singular role in creating an operational human being. For example, some 5,692 genes are active in breast-cancer cells. Genes may also have multiple roles. Our present blueprint of the human genome does not display all the mobility and complex interrelationships of the genes. We do know that genes are the blue-prints for the ...
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... Science Frontiers ONLINE No. 126: Nov-Dec 1999 Issue Contents Other pages Home Page Science Frontiers Online All Issues This Issue Sourcebook Project Sourcebook Subjects The Vegetable Connection Within the human brain, probably quite close to the number module, there must be a "vegetable module"; that is, a few brain cells that recognize and process information about vegetables. Furthermore, there must be cross-talk between the vegetable and number modules. This is obvious from the following query posted in New Scientist. "Why is it that when you repeatedly ask someone addition problems that all add up to six (such as two plus four, one plus five) for a number of minutes and then ask them to think of a vegetable, 90 per cent of people will say "carrot"? "The person you are asking must have no knowledge of what you are asking them or why. The questions should be asked rapidly, encouraging the person answering to answer them quickly with little thought." (Versteegen, Adam; "Carrot Brains," New Scientist, p. 97, Jule 24, 1999.) From Science Frontiers #126, NOV-DEC 1999 . 1999-2000 William R. Corliss ...
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... Science Frontiers ONLINE No. 56: Mar-Apr 1988 Issue Contents Other pages Home Page Science Frontiers Online All Issues This Issue Sourcebook Project Sourcebook Subjects Reincarnation of ramanujan?In India, Shakuntala Devi is considered to be the reincarnation of Srinivasa Ramanujan, about whom we heard in the above item. We will not comment on the reincarnation bit, but it does seem that S. Devi's remarkable capabilities are somewhat different from those of Ramanujan. The latter intuitively saw mathematical relationships as expressed in equations and identities; Devi is a mental calculator of no mean talent. In 1977, Ms. Devi beat a UNIVAC 1108 computer to the 23rd root of a 201-digit number. The machine, which required two hours to program for the task, took more than a minto solve the problem. She took 50 seconds. "And, in 1981, she made the Guinness Book of World Records as the 'Human Computer' by correctly multiplying two 13-digit numbers -- 7,686,369,774,870 times 2,465,099,745,779 -- in 28 seconds. The awesome answer? 18,947,668,177, 995,426,462,773,730." S. Devi is also a calendar calculator, being able to name the day of the week for any date in the past or future, taking into account leap years and calendar changes. She never attended school or had any formal mathematical training! (Young, Luther; "Numbers Whiz Takes Delight in Beating Computers;" Baltimore Sun ...
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... learning the multiplication table. Every year and month has a code from 0 to 6 and TM has learned the codes (by the method explained below) for all years from 1900 to 2000. For any given date the method is to add the codes for the month and the year and divide the total by 7; the remainder gives the day of the week. For example, 27 October 1964 gives 27+ 1 (the code for October)+ 3 (the code for 1964) = 31. Dividing by 7 gives a remainder of 3 which is the third day of the week, Tuesday." (Ref. 2) Note the connection between TM's feats and those of those idiot savants adept at calendar-calculating. Demonstration 3. TM quickly gives the telephone number of any of the 15,000 hotels listed in a large directory. "The telephone have been learned through a mnemonic system for encoding numbers as a series of two-digit pairs. Each pair has a learned associate (e .g . 00 is a bicycle, 57 is tomato sauce, 39 is Hitler, 41 is mum, his mother's age when he started this system). For larger numbers these associates are combined into wholes which are usually highly imageable (a bottle of tomato sauce riding a bicycle) and attached to some other associate to the hotel name." (Ref. 2) TM's mnemonics seem weird, but they work; and they probably could work for anyone -- for we barely tax our mental powers in modern life. ...
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... costs $75 and is published by Springer/Verlag. The review, however, is expansive and provides some facts about synesthesia worth passing on to our readers. Syesthesia is an "oddity" of human perception in which words, musical instruments, objects, concepts, evoke sensations sharply different from what is actually being processed by the brain. For example, specific musical tones elicit specific color sensations; that is, B-flat evokes the color green; A-sharp, yellow, etc. Or the phenomenon may be more complex, with Mozart being green; Wagner, red, etc. Most "synesthetites" seem to experience colors, but geometrical figures sometimes appear in response to particular stimuli. As for the stimuli that call forth these exotic sensations; they are usually music or numbers. To some synesthetites, the cardinal numbers are associated with specific colors. The books's author is R.E . Cytowic, and he has provided some very interesting observations about synesthetites: There is much consistency among them; that is, if the number 5 evokes a red sensation with one, it does with most others, too. Also, synesthetites seem to run in families. Perhaps most significant is the observation that synesthetic experiences seem to be correlated with changes in cortical blood flow! (Humphreys, Glyn; "Higher Sight," Nature, 343:30, 1990.) From Science Frontiers #68, MAR-APR 1990 . 1990-2000 William R. Corliss ...
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... , may be mimicked by cellular automata (i .e ., fractals). Imagine the universe as a cubical lattice, and start in one corner, adding one layer of cubes after another. Galaxy distribution could be simulated by using a rule telling us which of the added cubical cells had galaxies in them and which did not. "The rule actually used supposes that the question whether each point in a newly added layer will (or will not) be occupied by a galaxy is mostly determined by the occupancy of the five nearest neighbors in the previous layer, but for good measure, there is a random variable to introduce an element of white noise to the system. To make the process a little more interesting, the determination whether a new site is occupied depends on whether a number characteristic of that site, and calculated by simple arithmetic from the corresponding number for the five nearest neighbors in the preceeding layer, exceeds an arbitrarily chosen number." Comparing this fractal simulation with the observed universe is startling. The agreement is "spectacularly successful." (Maddox, John; "The Universe as a Fractal Structure," Nature, 329:195, 1987.) Comment. In biology, too, fractal modelling can be very impressive. But, doesn't it all verge on numerology? The existence of a galaxy at a point in space is simply dependent on its neighbors; and the law of gravitation is not even mentioned. Are the physical laws that we usually assume as controlling the dynamics of matter now "hidden" beneath a more general property of ...
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... an excellent summary of the ESP research conducted at Princeton over the past several years. R.G . Jahn, the leader of the Princeton group, terms the research "Engineering Anomalies Research." This title is apparently more palatable to mainstream science than "Mental Influence on Electronic Devices" or "Affecting Cascading Spheres with Thought Waves." Nevertheless, most of the experimental work is in these two areas. As parapsychological research goes, the Princeton work is of the highest scientific quality. In the first category, subjects (called operators in the report) were asked to influence the pulses produced by a Random Event Generator (REG). The REG was actually an electronic noise source coupled with circuits that created random positive and negative pulses. The operator mentally tried to increase or decrease the number of counts, or generate baseline data for experiment control. After 33 different operators and over 250,000 trials, there appeared a small but statistically significant indication that the operators were actually able to influence the equipment. Also interesting is the fact that each operator had a private "signature"; that is, individual cumulative deviation graphs (like the one shown) had typical shapes for each operator. Related experiments were carried out with a Random Mechanical Cascade (RMC). In this device 9,000 3/4 -inch polystyrene spheres cascaded down through an array of 330 nylon pegs into 19 bins. According to chance a Gaussian distribution of spheres should be found in the bins. The operators were asked to mentally try and skew the distribution to the right or left, or ...
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... Science Frontiers ONLINE No. 37: Jan-Feb 1985 Issue Contents Other pages Home Page Science Frontiers Online All Issues This Issue Sourcebook Project Sourcebook Subjects The Secret Of It All Is In The Pi In the above, Pollard discoursed on the meaning of it all and how mathematics seemed to mirror reality so marvelously. Now, one fixture of mathematics is the transcendental number. The adjective "transcendental" is most appropriate here given the title of Pollard's article. Of the transcendental numbers, pi is a great favorite. Mathematicians like pi so much that they have computed it out to well beyond 10 million decimals. Are there any inklings to the meaning of it all in these 10 million-plus decimals? Well, at decimal 710,100 there are seven 3s in a row. At decimal 1,526,800, we find the digits 2718281, the first seven digits of e, the base of natural logarithms. Then at decimal 52,638 there is 14142135, the first eight digits of the square root of 2. But all these discoveries are hardly profound, for they could occur by chance -- nothing really "transcendental" so far. A more astounding discovery is that: 22(pi)4 = 2143 A few multiplications, and the 10 million-plus decimals of pi have vanished. (Can this remarkable relationship mirror some as yet undiscovered facet of physical reality?) While it is difficult to squeeze the meaning of the universe out of pi's 10 million-plus decimals, one has to admit that pi is everywhere. ...
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... ) on Stomachs of Pregnant Women Humans As Robots Height Correlated with Month of Birth Human Proportions and the Golden Ratio Humans Nuturing Foetuses of Their Twins Human Pheromones Correlated with Beauty Pixies and the Williams Syndrome Change of Eye Color with Age Skin Color Correlated with Weather Male Fertility Correlated with Finger Length Anomalous Sound Production The Devil's Spot and Witch Pricking BHB ANOMALOUS HUMAN BEHAVIOR BHB1 Apparently Irrational Human Behavior BHB2 Similarities in the Behaviors of Identical Twins Reared Apart BHB3 Correlation of Disturbed Human Behavior and Solar Activity BHB4 Correlation of Disturbed Human Behavior and Lunar Phase BHB5 Correlations of Disturbed Human Behavior, Stormy Weather, and Infrasound BHB6 Correlation of Human Behavior and Climate and/or Season of the Year BHB7 Unusual Behavior Induced by Rhythmic Stimuli [BHH8, PBH] BHB8 Cyclicity of Violent Collective Behavior BHB9 A Relationship between Number of Wars and Number Killed BHB10 Correlation of Economic Activity with Solar Activity BHB11 Correlation of Economic Activity with the Lunar Tidal Forces BHB12 Correlation of Economic Activity with Solar-System Configurations BHB13 Periodicities in Various Economic Parameters BHB14 Human Culture: An Enigma of Evolution BHB15 Cycles of Religiousness BHB16 "Flock Behavior" in Human Groups BHB17 The Evolution and Persistence of Altruism BHB18 The Evolution and Persistence of Homosexuality BHB19 Unusual Human Sexual Activity BHB20 The Puzzle of Human Handedness BHB21 Handedness and Longevity BHB22 Handedness and Health BHB23 Handedness and Mathematical and Verbal Abilities BHB24 The Uniqueness of Bipedalism BHB25 Human Asymmetry in Locomotion BHB26 Wolf-Children BHB27 Eminence Correlated with Time of Birth BHB28 General Eminence Correlated with Planetary Position BHB29 Eminence in Sports Champions Correlated with the Position of Mars; the "Mars Effect" BHB30 Cultural Creativity Correlated with ...
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... Publications, 11:209, no. 269, 1983.) Comment. A photograph accompanying the article shows a striking artifact with strongly engraved markings. The second stone was discovered at a petroglyph site in south central Alabama. This stone has an apparent jumble of scratches or grooves on two faces, which one might easily ascribe to plows. Barry Fell, however, considers them obvious Iberic letters. His translation of the Arabic: Top: A vegetable garden. Cession of land, a conveyance of property. Side: Cession of land, a conveyance of property. (Henson, B. Bart, and Fell, Barry; "Inscribed Rocks in South Central Alabama," Epigraphic Society, Occasional Publications, 11:235, no. 274, 1983.) Comment. The large number of North American sites with enigmatic marks documented by the Epigraphic Society elicits several questions: Are the sites and artifacts genuine? In view of the large number discovered at various times, in various places, by different people; some would certainly seem to be legitimate. Are the markings really ancient Ogam, Libyan, and similar brands of old writing? Admittedly, some grooves and scratches on small stones may have been created by random processes, but others, like the extensive series in West Virginia reported in SF#27, must be manmade. Comparisons with similar Old World inscriptions suggest that again the answer must be "yes." Were there really ancient Celts, Romans, Arabs, Egyptians, and other peoples in North America well before Columbus? The large number of old inscriptions would ...
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... Science Frontiers ONLINE No. 52: Jul-Aug 1987 Issue Contents Other pages Home Page Science Frontiers Online All Issues This Issue Sourcebook Project Sourcebook Subjects Do dreams reflect a biological state?Scientists have never been able to agree on the meaning of dreams or even if there is one. Mostly dreams were thought to have psychological import, as in the work of Freud and his followers. But there has also been another group of researchers who have considered dreams to be a consequence of one's biological state; that is, one's physical health. The present paper supports this latter belief. Some 214 patients were heart problems participated in this study. "The patients' dreams were evaluated for the predicted correlations of the number of dream references to death (men) and separation (women) with different levels of severity of heart disease. The severity of heart disease was evaluated with anatomical (coronary angiography) and physiological (ejection fraction) measures obtained at cardiac catheterization, each represented by a 6-point scale of increasing severity. There was no correlation of the number of dream references with the severity of abnormalities on coronary angiography. However, the number of dream references to death and separation correlated with the severity of cardiac dysfunction, as measured by the ejection fraction, which is a more sensitive parameter of disease severity." (Smith, Robert C.; "Do Dreams Reflect a Biological State?" Journal of Nervous and Mental Disease, 175:201, 1987.) Comment. One would suppose that the minds (and dreams) of people who ...
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... Science Frontiers ONLINE No. 89: Sep-Oct 1993 Issue Contents Other pages Home Page Science Frontiers Online All Issues This Issue Sourcebook Project Sourcebook Subjects Solar activity, your mother's birth year, and your longevity "According to two scientists who stumbled on a startling statistical association -- though not necessarily a causeeffect relationship -- your life span may depend on the number of sunspots that appeared in the year your mother was born. "They found that if the sun was at a maximum in its 11-year cycle (during which the number of sunspots rises and falls), children of mothers born at that time would die an average of two to three years sooner than if their mothers had been born during the sunspot minimum." Before dismissing this fascinating correlation as "nut science," consider that the study was conducted by two established scientists at Michigan State University, B. Rosenberg and D.A . Juckett. Their report was published in the March 1993 issue of the mainstream journal Radiation Research . Furthermore, in two English studies of longevity. the same periodicity was remarked. Although the population sample in the Michigan State work was small (7552), the phenomenon appears sufficiently robust to admit to the columns of Science Frontiers! (In truth we covet bizarreness as much as robustness!) But what possible causal link might connect one's longevity with one's mother's date of birth? Rosenberg and Juckett point to the fact that when a woman is born all of her eggs are already formed. Later, they will mature and ...
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... Science Frontiers ONLINE No. 96: Nov-Dec 1994 Issue Contents Other pages Home Page Science Frontiers Online All Issues This Issue Sourcebook Project Sourcebook Subjects Lazzarini eats humble pi (posthumously)If you are on a desert island and have forgotten the value of pi and need it desperately, you can find it experimentally. One amusing though tedious method would require throwing a short, straight twig onto parallel lines drawn in the beach sand. You will be able to compute pi from: pi = 2lN/dH, where l = the length of the twig, which must be less than d, separation of the parallel lines. N = the number of throws. H = the number of times the twig crosses one of the lines. One famous performance of this experiment was by M. Lazzarini in 1901. He reported that in 3408 throws he got 1808 intersections, leading to: pi = 3.1415929 Actually, the final digit should be a 6. Thus, Lazzarini measured pi to a few parts in 10 million. Recently, L. Badger, Weber State University, concluded that Lazzarini probably never actually performed his experiment. His results were just too good -- too fortuitous! If the number of hits had been 1807 or 1809, pi would have been wrong by 1 part in 2,000. As it turns out, a Chinese mathematician of the 5th Century pointed out that 355/113 = 3.1415929. It is very suspicious that Lazzarini's 3408 = 355 x 16, and 1808 = 113 x 16. Badger thinks that Lazzarini ...
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... Science Frontiers ONLINE No. 40: Jul-Aug 1985 Issue Contents Other pages Home Page Science Frontiers Online All Issues This Issue Sourcebook Project Sourcebook Subjects Quakes And Ufos "A strong temporal correlation was found between the numbers of reports of UFOs (unidentified flying objects) and nearby seismic activity within the Uinta Basin for the year 1967. The numbers of UFO reports per month during this classic UFO flap were correlated 0.80 with the sum of the earthquake magnitudes per month for events within 150 km of the report area. Numbers of UFO reports were not correlated significantly with earthquake activity at distances greater than 150 km but less than 250 km away. The strongest correlation occurred between UFO reports and nearby seismic activity within the same month but not for previous or consequent months. Close scrutiny of daily shifts of epicenters and reports of UFOs indicated that they occurred when the locus of successive epicenters shifted across the area. These analyses were interpreted as support for the existence of strain fields whose movements generate natural phenomena that are reported as UFOs." (Persinger, M.S ., and Derr, J.S .; "Geophysical Variables and Behavior: XXIII. Relations between UFO Reports within the Uinta Basin and Local Seismicity," Perceptual and Motor Skills, 60:143, 1985.) Comment. The "natural phenomena" mentioned above are probably close kin or identical to earthquake lights. An earli-er paper by Persinger alone in the same journal (60:59, 1985) links transient and very localized geophysical forces to such psychic phenomena as haunts and poltergeist activity ...
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... Science Frontiers ONLINE No. 106: Jul-Aug 1996 Issue Contents Other pages Home Page Science Frontiers Online All Issues This Issue Sourcebook Project Sourcebook Subjects Stonehenge in the 1990s: a mainstream view In a recent number of Nature, C. Ruggles reviewed the present status of Stonehenge as mainstream archeologists now see this world-famous monument. oThe construction of Stonehenge began a bit earlier than previously thought: 2950 50 BC. But beneath the present parking area are post holes dated 4,000 years earlier! They are apparently not related to the Stonehenge we know. oThe idea that Stonehenge's bluestones, which originated in the Preseli Mountains of southwest Wales, 200 kilometers distant, were carried to Salisbury Plain by glaciers has been emphatically disproved by geologists. These 4-ton stones were transported by people! This great effort required precocious social organization, communication, and some kind of psychological impetus. oThe sarsens -- those even bigger stones that define Stonehenge in our mind's view -- evoke the same sorts of questions as this issue's eccentric flints: Why? and How? Ruggles writes: "Why it was important to bring stones from so far away is an open question, as is the issue of how people achieved the almost unimaginable feat of hauling the sarsens, weighing 25 tonnes or more, over 30 km from the Marlborough Downs in the north." oNew studies of the other ancient monuments in the vicinity of Stonehenge have revealed that they were not placed at random. Many are visible from Stonehenge. Stonehenge is at the center of a number of ...
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... Science Frontiers ONLINE No. 55: Jan-Feb 1988 Issue Contents Other pages Home Page Science Frontiers Online All Issues This Issue Sourcebook Project Sourcebook Subjects Cyclothems as solar-system pulse recorders Geologists can help astronomers look back in time. The sunspot cycle can be seen in variations of varves; i.e ., annual layers of sediment; and the growth rings of shells have been used to estimate the number of days in the lunar month when the solar system was younger. Cyclothems may also be useful. Cyclothems are groups or bundles of strata that repeat themselves in stratigraphic columns. A generalized cyclothem from Illinois is shown in the illustration. In the U.S . western interior, rhythmic sedimentation appears in the Fort Hays Limestone Member of the Niobrara Formation. These cyclothems can be correlated over distances exceeding 800 kilometers and are believed to be the consequence of climatic changes associated with the earth's precession and orbital eccentriciy. These rhythms have been captured in bundles of shale-limestone couplets. A bundle of five coup lets, for example, is thought to express 21,000- and 100,000-year Milankovitchtype climatic cycles, as impressed by variations in the earth's orbital precession and eccentricity. Analysis of the Fort Hays Limestone Member, however, reveals that while bundles of five couplets do occur, the number may vary from 1 to 12. Clearly, things are not clear-cut. (Laferriere, Alan P., et al; "Effects of Climate, Tectonics, and Sea-Level Changes on Rhythmic Bedding Patterns in the Niobrara Formation ...
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... Science Frontiers ONLINE No. 48: Nov-Dec 1986 Issue Contents Other pages Home Page Science Frontiers Online All Issues This Issue Sourcebook Project Sourcebook Subjects The kensington stone: a mystery not solved It is safe to say that the great majority of professional archeologists consider the Kensington Stone, with its runic inscription, to be a hoax. E. Wahlgren's 1958 book bears the title: The Kensington Stone: A Mystery Solved. This title reflects the professional attitude, although not the disdain, even contempt, with which academics now view this controversial artifact. Two major challenges to the authenticity of the Kensington Stone are: (1 ) Its use of Arabic number placement: that is, decimal placement, and (2 ) Its use of the symbol for 10. Professional archeologists and epigraphers maintain that genuine runic inscriptions did not use these Arabic innovations. In the present article, R. Nielsen, University of Denmark, demonstrates with actual, well-established runic inscriptions that the above criticisms are without foundation. Such notation and convention were employed. In fact, the use of Arabic innovations actually supports the authenticity of the Kensington Stone. (Nielsen, Richard; "The Arabic Numbering System on the Kensington Rune Stone," Epigraphic Society, Occasional Publications, 15:47, 1986.) Reference. For more on the controversy surrounding the Kensington Stone, see our handbook Ancient Man. Details at: here . From Science Frontiers #48, NOV-DEC 1986 . 1986-2000 William R. Corliss ...
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... Science Frontiers ONLINE No. 8: Fall 1979 Issue Contents Other pages Home Page Science Frontiers Online All Issues This Issue Sourcebook Project Sourcebook Subjects Due to a fortunate coincidence you can read about a fortunate coincidence There are embedded in the fabric of our universe a number of curious coincidences among the so-called physical constants. Two amusing examples are: The size of a planet is roughly the geometric mean of the size of the universe and the size of the atom; and The mass of man is the geometric mean of the mass of a planet and the mass of the proton. Less hilarious is the observation that the age of the universe is of the order of the quotient of the electron time scale and the gravitational fine structure constant; and that only at the present time are physical conditions in the universe favorable to the existence of life-as-we-know-it! The surprising number of coincidences that have been identified suggests that we exist and are aware of the universe around us only when certain coincidences prevail among physical constants. Is "now" a magic moment in the history of the universe during which we have "happened" as a natural coincidence of blindly drifting physical constants, or did some metaphysical force tune the universe specially for us? This long, rather mathematical article is redolent with metaphysics and mystery. (Carr, B.J ., and Rees, M.J .; "The Anthropic Principle and the Structure of the Physical World," Nature, 278:605, 1979.) Comment. One might speculate that at other ...
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... Science Frontiers ONLINE No. 85: Jan-Feb 1993 Issue Contents Other pages Home Page Science Frontiers Online All Issues This Issue Sourcebook Project Sourcebook Subjects Geomagnetic Storms And Human Health Psychiatric admissions. Since the work of T. Dull and B. Dull in 1935, other studies have reinforced the suspicion that solar activity and the resultant geomagnetic activity are associated with human health problems. Here is the abstract of the latest study found: "Numbers of first admissions per month for a single psychiatric unit, from 1977 to 1987, were examined for 1829 psychiatric inpatients to assess whether this measure was correlated with 10 parameters of geophysical activity. Four statistically significant values were 0.197 with level of solar radio flux at 2800 MHz in the corresponding month, -0 .274 with sudden magnetic disturbances of the ionosphere, -0 .216 with the index of geomagnetic activity, and -0 .262 with the number of hours of positive ionization of the ionosphere in the corresponding month." (Raps, Avi, et al; "Geophysical Variables and Behavior: LXIX. Solar Activity and Admission of Psychiatric Inpatients," Perceptual and Motor Skills , 74:449, 1992.) Comment. The above correlations are significant, but who knows how these parameters operate on the human body? Cancer recurrence. Another possible health correlation was explored by H. Wendt in a paper presented atthe 1992 European meeting of the Society for Scientific Exploration, in Munich. In this paper, Wendt claimed a correlation between the incidence of cancer recurrence and geomagnetic storm activity. Hopefully, further details will soon ...
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... Science Frontiers ONLINE No. 80: Mar-Apr 1992 Issue Contents Other pages Home Page Science Frontiers Online All Issues This Issue Sourcebook Project Sourcebook Subjects When The Chips Are Down M.A . Persinger, an indefatigable investigator of terrestrial correlations, has identified another: "The hypothesis that sudden commencements of global geomagnetic activity (' sudden impulses') could induce anomalous changes in onboard computers and facilitate commercial aircrashes was investigated. During the years 1988 and 1989 the mean daily occurrence of a commercial disaster somewhere in the world increased from 0.06 to 0.12 within 24 hr. of a sudden commencement. When numbers of sudden commencements per month were correlated with eight major categories of catastrophes (including air disasters) only aircrashes, primarily occurring during maximum computer-dependent flight conditions, were significantly correlated (. 54) with numbers of sudden commencements but not with the average monthly geomagnetic (aa) activity." (Persinger, M.A .; "Geophysical Variables and Behavior: LXVI. Geomagnetic Storm Sudden Commencements and Commercial Aircrashes" Perceptual and Motor Skills , 72:476, 1991.) From Science Frontiers #80, MAR-APR 1992 . 1992-2000 William R. Corliss ...
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... Science Frontiers ONLINE No. 31: Jan-Feb 1984 Issue Contents Other pages Home Page Science Frontiers Online All Issues This Issue Sourcebook Project Sourcebook Subjects Wanted: disasters with a 26-million-year period J. Sepkoskiand and D. Raup, two researchers at the University of Chicago, have drawn up graphs showing the numbers of families of marine organisms that have vanished from the fossil rec ord over the eons. From this overview of manifest mass extinction emerged a puzzling and potentially profound pattern. Roughly every 26 million years over the last 250 million years, the number of extinctions jumped well above the background level. Some cyclic phenomenon seems to have been killing off life forms on a systematic basis. But no natural 26-million-year cycles are known although meteors and comets are favored causes of mass extinctions these days, they display no such cyclic period. (Simon, C.; "Pattern in Mass Extinctions," Science News, 124:212, 1983.) Comment. Instead of looking outward to astronomical catastrophism, perhaps we should look inward. The earth itself may undergo cyclic paroxysms; or life might undergo intrinsic phases of decline and rejuvenation. Periodic events in the evolutionary time scale. The 300-million-year cycle shown involves alternations between "icehouse" conditions (O ) and "greenhouse" conditions (G ). These may be due to changes in heat convention within the earth. From Science Frontiers #31, JAN-FEB 1984 . 1984-2000 William R. Corliss ...
Terms matched: 1 - Score: 27 - 15 May 2017 - URL: /sf031/sf031p12.htm
... Science Frontiers ONLINE No. 130: JUL-AUG 2000 Issue Contents Other pages Home Page Science Frontiers Online All Issues This Issue Sourcebook Project Sourcebook Subjects A Magic Square with a Magic Product In SF#127 , we reproduced a magic square that was "more magical than others" and asked if a magic square "could be more perfect" than it was. Apparently, the answer is YES. It turns out that the familiar 3 x 3 magic square shown below possesses another marvelous property in addition to its magickness: it has a "magic product." If you add the products of the numbers in each row, you get 225; that is, (8x1x6+ 3x5x7+ 4x9x2 = 225). Do the same with the columns and you also get 225. This is the "magic product." But, wonder of wonders, 225 is also the square of this particular square's characteristic number, 15. Ain't that neat? (Denham, Susan; "Magic Product," New Scientist, p. 49, April 29, 2000.) 8 1 6 3 5 7 4 9 2 From Science Frontiers #130, JUL-AUG 2000 . 2000 William R. Corliss Other Sites of Interest SIS . Catastrophism, archaeoastronomy, ancient history, mythology and astronomy. Lobster . The journal of intelligence and political conspiracy (CIA, FBI, JFK, MI5, NSA, etc) Homeworking.com . Free resource for people thinking about working at home. ABC dating and personals . For people looking for relationships. Place your ad ...
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... Science Frontiers ONLINE No. 81: May-Jun 1992 Issue Contents Other pages Home Page Science Frontiers Online All Issues This Issue Sourcebook Project Sourcebook Subjects Deep-sixing 666s On May 1, 1991, the British Driver and Vehicle Licensing Agency announced that it would no longer issue automobile license plates bearing the number 666. Cars bearing such plates, it seems, have been involved in too many accidents! (Grossman, Wendy M.; "No More 666s," Skeptical Inquirer, 16:128, 1992.) Comment. Recall that 666 is the "Number of the Beast" in the Bible. From Science Frontiers #81, MAY-JUN 1992 . 1992-2000 William R. Corliss ...
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... Science Frontiers ONLINE No. 96: Nov-Dec 1994 Issue Contents Other pages Home Page Science Frontiers Online All Issues This Issue Sourcebook Project Sourcebook Subjects Cold fission?That's right: "fission" not "fusion." A recent number of Science News carries an intriguing suggestion from J. Brind: "Has anyone considered the possibility that the anomaly of "cold fusion" experiments -- high energy yields with few neutrons or tritium nuclei -- might result from a case of mistaken identity? There are a number of nuclear fission reactions that produce neither neutrons nor tritium, yet yield large quantities of energy." One such reaction is: 7Li+ 1H = 2(4He)+ 17.3 MeV. This is a very clean nuclear reaction that might one day be harnessed for everyday use, given lithium's low cost and abundance. The "cold fusion" effects could well come from captures of deuterons by 6Li, which is present in natural lithium. (Brind, Joel; "Cold Fission?" Science News, 137:163, 1994.) From Science Frontiers #96, NOV-DEC 1994 . 1994-2000 William R. Corliss ...
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... Science Frontiers ONLINE No. 61: Jan-Feb 1989 Issue Contents Other pages Home Page Science Frontiers Online All Issues This Issue Sourcebook Project Sourcebook Subjects Celestial Influences The "Mars Effect" refers to the "significant tendency for champion athletes to have been born at the time of either the rise or the upper culmination of the planet Mars." What has the position of Mars in the earth's sky to do with an athlete's prowess? No one knows! And certainly no scientist who wants to remain employed will try to find out. Distribution in 18 Mars sectors for sports champions (top) and ordinary people (below). Solid lines are observed numbers; dotted lines, expected numbers. The two peaks in the graph occur at the rise and upper culmination of Mars. We have M. Gauquelin to thank for discovering the Mars Effect. Gauquelin began his research with checking out the claims of conventional astrology. He "found no truth whatever behind certain major tenets of the horoscope, including the alleged influence of the signs of the zodiac, the reality of the astrological 'aspects,' the reported role of the 'houses,' or the prediction of future events." That's the good news, now here's the bad. During his work, he recorded the birth dates of thousands of French men and women who were especially successful in various endeavors, especially sports. These data, easily veri-fied, do seem to demonstrate that the Mars effect truly exists! G. Abell, who was a reknowned astronomer, did ...
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... Science Frontiers ONLINE No. 36: Nov-Dec 1984 Issue Contents Other pages Home Page Science Frontiers Online All Issues This Issue Sourcebook Project Sourcebook Subjects Galactic Shell Game Elliptical galaxies are immense assemblages of stars. There may be a trillion stars like our sun in one of these monster galaxies. But it is not the mindboggling number of stars that is anomalous (astronomy dotes on big numbers); rather the anomaly at hand concerns the 11% of the elliptical galaxies that are partly girdled by strange low-luminosity shells. First reported in 1980, these sharply defined shells seem to be composed of still more stars -- vast ellipsoidal sheets of stars emplaced along the long axis of the elliptical galaxy. Some elliptical galaxies have up to twenty partial shells divided between the two ends of the ellipsoid. What is most intriguing is the fact that the shells are systematically arranged. The closest partial shell will be at one end of the ellipsoid, while the second closest will be at the opposite end. The third closest will be just beyond the first closest, and so on. The shells "interleave" or alternate ends as their distances increase. If the alternating partial shells of stars belong to the elliptical galaxy (they seem to, agewise), did the elliptical galaxy shoot the first wave out one end and then expel the second wave out the opposite end? Or did the alternating shells form in situ from the primordial gas and dust that made the galaxy? An-other possibility is that a small galaxy collided with the monster elliptical galaxy, and its constituent stars were ...
Terms matched: 1 - Score: 27 - 15 May 2017 - URL: /sf036/sf036p04.htm
