DISTANCE BETWEEN " POINT A "and " POINT B"
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From: Inverse 19 mathematics on 21 Jun 2010 15:52 Some one asked Hope research the practical Value of inverse-1 tangent Mathematics. Very simply in Temporal current mathematics, reference is a point and numerations have only linear references , so that the numbers do not have a height. In spatial mathematics, "space is curved" and numbers do have a height and tangent, in measuring the two pints and thus distances are curved with tangent reference and involve a " chunk of curved Space" between point A and point B at the base . "Space is inherently curved", and it is quite humorous to see current mathematics measure vast spaces by linear reference or some li algebra etc. including thier Papa Einstein which instead of understanding that space was curved inherently, tried to define the phenomena using linear mathematics with tight tensors Link http://hoperesearch.web.officelive.com/default.aspx FERMAT / GUMP JOKE Fermat to Gump " What is a complicated polynomial equation?" Gump to Fermat " Polynomial is when five Mathematician has the same wife. It is very complicated! Fermat to Gump -- "Who is Einstein ?" Gump (after much thought)--Einstein? " It is when you cannot understand a mathematician , that is jewish mathematics , written in German!" or the other way around , |