An Identity for Vertically Aligned Entries in Pascal's Triangle
arXiv:1901.08653
Abstract
The classic way to write down Pascal's triangle leads to entries in alternating rows being vertically aligned. In this paper, we prove a linear dependence on vertically aligned entries in Pascal's triangle. Furthermore, we give an application of this dependence to morphisms between hyperelliptic curves.
arXiv comment8 pages. Revised Remark 1, results unchanged. Comments are welcome