A new approach to asymptotics of Maclaurin coefficients of algebraic functions. Raichev, A. & Wilson, M. C. arXiv preprint arXiv:1202.3826, 2012. Paper abstract bibtex 3 downloads 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 singularity analysis. We test the feasibility of this this approach by experimenting on several examples.
@article{raichev2012new,
title={A new approach to asymptotics of Maclaurin coefficients of algebraic functions},
author={Raichev, Alexander and Wilson, Mark C.},
journal={arXiv preprint arXiv:1202.3826},
year={2012},
keywords={ACSV theory},
url_Paper={https://arxiv.org/pdf/1202.3826.pdf},
abstract={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 singularity analysis. We test the feasibility of this this approach by
experimenting on several examples.}
}
Downloads: 3
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