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20122022
most citedHermite Reduction and Creative Telescoping for Hyperexponential Functions

11 citations · 29 across the 12 of their papers we have counts for

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14 papers · 1 filter

cs.SC2022

Stability Problems in Symbolic Integration

Shaoshi Chen

This paper aims to initialize a dynamical aspect of symbolic integration by studying stability problems in differential fields. We present some basic properties of stable elementar…

cs.SC2021

Lazy Hermite Reduction and Creative Telescoping for Algebraic Functions

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 int…

cs.SC2021

Separability Problems in Creative Telescoping

Shaoshi Chen, Ruyong Feng, Pingchuan Ma +1

For given multivariate functions specified by algebraic, differential or difference equations, the separability problem is to decide whether they satisfy linear differential or dif…

cs.SC20211 cited

Telescopers for differential forms with one parameter

Shaoshi Chen, Ruyong Feng, Ziming Li +2

Telescopers for a function are linear differential (resp. difference) operators annihilated by the definite integral (resp. definite sum) of this function. They play a key role in…

cs.SC2020

Integral P-Recursive Sequences

Shaoshi Chen, Lixin Du, Manuel Kauers +1

In an earlier paper, the notion of integrality known from algebraic number fields and fields of algebraic functions has been extended to D-finite functions. The aim of the present…

cs.SC2019

On the Existence of Telescopers for Rational Functions in Three Variables

Shaoshi Chen, Lixin Du, Rong-Hua Wang +1

Zeilberger's method of creative telescoping is crucial for the computer-generated proofs of combinatorial and special-function identities. Telescopers are linear differential or ($…