MacMahon analysis view on Cylindric and Skew Shifted Partitions
Published in Mathematics
Speakers
- Dr. Ali Uncu — University of Bath
Abstract
Integer partitions, their three-dimensional generalization, plane partitions, and its variants have been of interest to many. There have been some breakthroughs in cylindric partitions in the recent years, which made these objects to be looked at once again with fresh eyes and new techniques.
I will share some new results on the cylindric partitions with 2 element profiles and skew double shifted plane partitions with 3 element profiles.
This work is based on my recent collaborations with Runqiao Li.
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The Journal of Algebraic Combinatorics provides a single forum for papers on algebraic combinatorics that used to be distributed throughout a number of journals. Research contributions in the field are increasingly seen to have substantial links with other areas of mathematics.
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