A Generalization of Aztec Diamond Theorem, Part II
arXiv:1310.1156
Abstract
The author gave a proof of a generalization of the Aztec diamond theorem for a family of -vertex regions on the square lattice with southwest-to-northeast diagonals drawn in (Electron. J. Combin., 2014) by using a bijection between tilings and non-intersecting lattice paths. In this paper, we use Kuo graphical condensation to give a new proof.
11 pages and 7 figures