Description:
Mathematical discussions and pursuits.
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JSH: Now that's funny
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The posters "Rotwang" and "Angus Rodgers" were trying to cast doubt on the value of my Quadratic Diophantine Theorem by showing easy derivations that followed in hindsight from a result I found using that theorem with Pell's Equation: x^2 - Dy^2 = 1 with D a natural number for integer solutions to exist there must... more »
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<> Rexsy - Beautiful Relaxing Music <>
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Greetings! Rexsy is curently offering free download on several Albums of Romantic Symphonic Piano Music, which is about Love, Romance, and Beauty! The music is Great for Relaxation and Meditation! [link] Enjoy! Rexsy Rexsy.com [link]... more »
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NEW FORMULA FOR SOLVING THE SECOND DEGREE POLYNOMIAL!!!!
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%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% %%%%%%%%%%%%%%%%%%%%%%%%%%%%%% %%%%%%%%%%% %%%%%%%%%%%%%%%%%%%%%%%%%%%%%% %%%%%%%% LET P(x) = A + Bx + Cx^2 BE A SECOND DEGREE Polynomial LET T BE A NUMBER,, THEN: -[B.T+2A]/[B+2.C.T] +T.SQRT[-P(-[B.T+2A]/[B+2.C.T] )/P(T)] P(---------------------------- ------------------------------ -----)=0... more »
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JSH: Your choice
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It is with great joy that I note there is a huge result on the generalization from Pell's Equation that posters figured out quickly in hindsight from my initial post giving x^2 - Dy^2 = 1 with a natural number D, which requires that there exist some integer S such that x+y = sqrt((S^2 + D - 1)/D) and also I guess I may as well add that... more »
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Solutions manual to Vector Mechanics Dynamics Beer 8th Edition
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I am a solutions manual collector, I offer solutions manual and ebook services Note: all solutions manual in soft copy that mean in Adobe Acrobat Reader (PDF ) format. if you want any book not just solutions just contact with us。 to get the solution manual you want ，please send message to happyren2...@hotmail.com ，happyren2008(at)hotmail.com， replace (at) to... more »
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decomposition of tensor powers
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Hi, According to Fulton and Harris' "Representation Theory: a first course", a tensor power V^*d can be written as a direct sum of tensor products of S(V), where S is the Schur functor. However, from the proof in that text, it would seem that is a direct sum of *direct sums* of S(V). Does any one know which is correct, or are they equivalent?... more »
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Andrew Wiles
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Did Wiles (FLT) ever post in sci.math? Narasimham
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