Dunkl, Charles F.; Xu, Yuan (2001), Orthogonal Polynomials of Several Variables, Encyclopedia of Mathematics and its Applications, vol. 81, Cambridge University Press, p. 308, ISBN9780521800433
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generalized, pochhammer, symbol, mathematics, generalized, pochhammer, symbol, parameter, displaystyle, alpha, partition, displaystyle, kappa, kappa, kappa, ldots, kappa, generalizes, classical, pochhammer, symbol, named, after, august, pochhammer, defined, di. In mathematics the generalized Pochhammer symbol of parameter a gt 0 displaystyle alpha gt 0 and partition k k 1 k 2 k m displaystyle kappa kappa 1 kappa 2 ldots kappa m generalizes the classical Pochhammer symbol named after Leo August Pochhammer and is defined as a k a i 1 m j 1 k i a i 1 a j 1 displaystyle a kappa alpha prod i 1 m prod j 1 kappa i left a frac i 1 alpha j 1 right It is used in multivariate analysis References EditDunkl Charles F Xu Yuan 2001 Orthogonal Polynomials of Several Variables Encyclopedia of Mathematics and its Applications vol 81 Cambridge University Press p 308 ISBN 9780521800433 This number theory related article is a stub You can help Wikipedia by expanding it vte Retrieved from https en wikipedia org w index php title Generalized Pochhammer symbol amp oldid 841859426, wikipedia, wiki, book, books, library,
