Resumen de Gamma and related functions generalized for sequences

R.L. Ollerton

• Given a sequence gk > 0, the 'g-factorial' product [image omitted] is extended from integer k to real x by generalizing properties of the gamma function G(x). The Euler-Mascheroni constant ? and the beta and zeta functions are also generalized. Specific examples include extending the Fibonacci factorial [image omitted] to the reals.