Recent content by MichaelMi

Identify the inverse trig function as a hypergeometric function, and manipulate the series expansion of the hypergeometric function. Any book on hypergeometric functions will give the necessary formulae.

For the record: with 2 variables, see H. Engels, "Numerical Quadrature and Cubature", Academic, 1980. For many variables, use Monte Carlo integration.

Hi: ____________________________________________________________________ Added Nov.3, 2009 (For anyone who can't read the formula below (probably everyone) and who might have an interest in the subject: - the derivation of two simple equations that locate all the zeros of the zeta...