no code implementations • 12 Feb 2021 • Shaoshi Chen, Lixin Du, Manuel Kauers
Bronstein's lazy Hermite reduction is a symbolic integration technique that reduces algebraic functions to integrands with only simple poles without the prior computation of an integral basis.
Symbolic Computation
1 code implementation • 7 Feb 2018 • Shaoshi Chen, Hao Du, Ziming Li
This paper extends the classical Ostrogradsky-Hermite reduction for rational functions to more general functions in primitive extensions of certain types.
Symbolic Computation 33F10, 68W30, 12H05
1 code implementation • 21 Jan 2013 • Alin Bostan, Shaoshi Chen, Frédéric Chyzak, Ziming Li, Guoce Xin
Based on this reduction algorithm, we design a new method to compute minimal telescopers for bivariate hyperexponential functions.
Symbolic Computation Combinatorics 33F10
