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Old Nov7-09, 06:48 AM                  #1
zetafunction

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taylor series as Determinant

given a function f(x) with a truncated Taylor series

LaTeX Code:  f(x)= a_{0}-a_{1}x+ a_{2}x^{2}-a_{3}x^{3 }-  ...

even in the limit n-->oo can be this Taylor series be computed using the determinant of an appropiate Hankell Matrix ?? LaTeX Code:  DetH(x)
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