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About Ratios through Fermat's Last Theorum - by Seung Bum Kim (for Foxnews and other media)
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Deadspeak2
May 27, 2010, 8:50:23 PM5/27/10
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The significance of x^n + y^n= z^n if n>2 is in the fact that whether
minor elements that are exponentially advanced can advance beyond
lower elements. Ratioistically this is determinable..but on a
mathematical account of this, where x and y are lim. by 10 and n< 10
then it strikes upon the essence of whether the absurd ratios can
exist in mathematical precision.
minor elements that are exponentially advanced can advance beyond
lower elements. Ratioistically this is determinable..but on a
mathematical account of this, where x and y are lim. by 10 and n< 10
then it strikes upon the essence of whether the absurd ratios can
exist in mathematical precision.
About Ratios through Fermat's Last Theorum - by Seung Bum Kim
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