@InProceedings{chen2018ACA,
author="Chen, Shaoshi",
editor="Schneider, Carsten
and Zima, Eugene",
title="Bivariate Extensions of Abramov's Algorithm for Rational Summation",
booktitle="Advances in Computer Algebra",
year="2018",
publisher="Springer International Publishing",
address="Cham",
pages="93--104",
abstract="Abramov's algorithm enables us to decide whether a univariate rational function can be written as a 
difference of another rational function, which has been a fundamental algorithm for rational summation. In 2014, 
Chen and Singer have generalized Abramov's algorithm to the case of rational functions in two (q-)discrete variables. 
In this paper we solve the remaining three mixed cases, which completes our recent project on bivariate extensions of 
Abramov's algorithm for rational summation.",
isbn="978-3-319-73232-9"
}