10 citations · 23 across the 4 of their papers we have counts for
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math.CO2012★ 7 cited
A new approach to asymptotics of Maclaurin coefficients of algebraic functions
Alexander Raichev, Mark C. Wilson
We propose a general method for deriving asymptotics of the Maclaurin series coefficients of algebraic functions that is based on a procedure of K. V. Safonov and multivariate sing…
math.CO2010★ 6 cited
Asymptotics of coefficients of multivariate generating functions: improvements for multiple points
Alexander Raichev, Mark C. Wilson
Let $F(x)= \sum_{ν\in\NN^d} F_νx^ν$ be a multivariate power series with complex coefficients that converges in a neighborhood of the origin. Assume for some functions a…
math.CO2007
A new method for computing asymptotics of diagonal coefficients of multivariate generating functions
Alexander Raichev, Mark C. Wilson
Let \sum_{n\in N^d} f_{n_1, ..., n_d} x_1^{n_1}... x_d^{n_d} be a multivariate generating function that converges in a neighborhood of the origin of C^d. We present a new, multivar…