Some Open Problems related to Creative Telescoping
arXiv:1609.03768
Abstract
Creative telescoping is the method of choice for obtaining information about definite sums or integrals. It has been intensively studied since the early 1990s, and can now be considered as a classical technique in computer algebra. At the same time, it is still subject of ongoing research. In this paper, we present a selection of open problems in this context. We would be curious to hear about any substantial progress on any of these problems.
References in corpus (7)
- A Fast Approach to Creative Telescoping
- Intervals in the greedy Tamari posets
- Counting quadrant walks via Tutte's invariant method
- Multiple binomial sums
- Explicit formula for the generating series of diagonal 3D rook paths
- Desingularization Explains Order-Degree Curves for Ore Operators
- Existence Problem of Telescopers: Beyond the Bivariate Case