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10519 analytic combinatorics: new code for computing asymptotics for multivariate generating functions araichev sage-combinat "This code is a collection of functions designed
to compute asymptotics of Maclaurin coefficients of certain classes of
multivariate generating functions.
The main function asymptotics() returns the first `N` terms of
the asymptotic expansion of the Maclaurin coefficients `F_{n\alpha}`
of the multivariate meromorphic function `F=G/H` as `n\to\infty`.
It assumes that `F` is holomorphic in a neighborhood of the origin,
that `H` is a polynomial, and that asymptotics in the direction of
`\alpha` (a tuple of positive integers) are controlled by smooth
or multiple points." enhancement closed major sage-7.1 combinatorics fixed analytic combinatorics, multivariate generating functions, asymptotics cyril.banderier zaf tmonteil dkrenn behackl Daniel Krenn, Alex Raichev Daniel Krenn, David Loeffler, Travis Scrimshaw N/A a951f08123d038f97b809095208bb04c22671a5e a951f08123d038f97b809095208bb04c22671a5e