Math
in [Science]
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Is There a Canonical Way of Giving a Complex n-Manifold a real 2n-structure On Aug 9, 1:34 pm, bacle <h...(a)here.com> wrote: Hi: Given a complex n-manifold M, i.e., complex dimension n, is there a "natural", or "canonical" way of giving M a real 2n-structure.? What degree of "smoothness" do you want? ... 9 Aug 2010 02:31
neutrino density flux of cosmos points to an atom totality, not a big-bang chapt14; atomic characteristics show up as cosmic characteristics #268 Atom Totality For the past several days I have been playing around with translating atomic characteristics into that of what would be cosmic characteristics if an Atom Totality were true and the Big Bang as false. For instance, the most spectacular translation is the Nucleus with mass. In every atom, the nucleus contains over 99... 9 Aug 2010 02:31
Large subgroups of finite groups On Aug 8, 6:24 pm, Arturo Magidin <magi...(a)member.ams.org> wrote: On Aug 8, 4:59 pm, DLH <roddl...(a)mit.edu> wrote: Call a subgroup H of a finite group G large if |H| > [G:H], or, equivalently, |H| > sqrt(|G|). Any group of order p^k, where p is a prime and k = 0, 1, or 2, obviously has no larg... 9 Aug 2010 13:28
challenge to Chandler Davis to post a valid Euclid Infinitudeof Primes proof to sci.math #5.02 Correcting Math Really, dude, we got it; you know how to do _one_ proof by induction. How about seriously testing the other 99.9% of the stuff you present as fact.? ... 9 Aug 2010 01:27
The new theory The new theory Tunze, differs substantially in a lowering of unit 'that goes from 1 to 1 / 10. This thing looks like a shock, actually ' leads to significant advantages and makes life easier for those who use it. Because we see some ': a) Keep the proportionality 'reports, (Only it does with respect to i and... 10 Aug 2010 00:29
---------- ---------- Wieferich prime On Aug 9, 10:17 am, david <dlee...(a)yahoo.com> wrote: Consider the following equation under the given conditions x^2 - y^k = 0 mod k^2 (1) Conditions: x, y are odd, coprime integers such that k is prime to xy and prime k > 3 Conjecture: If (1) is satisfied then k is not a Wieferi... 8 Aug 2010 23:17
A combinatorial identity Is this identity well-known? For 0 <= i < k, sum(j=i..k, (-1)^j C(j, i) C(k, j)) = 0, where C(_, _) denotes the binomial coefficient. I needed it for something else I was working on. I've come up with a neat little proof if anyone is interested. -- Stephen J. Herschkorn sjhersc... 9 Aug 2010 02:31
" FINAL CONVICTION STATEMENT TO THE WORLD OF MATHEMATICS BY DISCOVERS OF INVERSE 19" Many of you are a stubborn bunch, entrenched in the one " Mantra" of mathematics that hs not advanced much in 500 years because you have a flawed understanding ALL Mathematics / sciences are fundamentally based on the "differential between the value of a squared center and the value of a curved center "(E... 9 Aug 2010 06:50
3SAT - Short Pigeonhole Refutations A partitioning solver can produce shorter refutations of the pigeonhole problem than resolution based solvers. Partitioning solvers repeatedly partition SAT instances until a solution is found or all partitions are exhausted. A refutation consists of a list of partitions containing contradictions. Simple Pa... 8 Aug 2010 21:07
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