Counting and combinatorics in aperiodic order
Seminar
Speaker
Yotam Smilansky, Rutgers
Date
24/10/2021 - 15:30 - 14:00Add to Calendar
2021-10-24 14:00:00
2021-10-24 15:30:00
Counting and combinatorics in aperiodic order
Combinatorial objects and methods naturally appear in the study of aperiodic order and mathematical quasicrystals. In the talk I will describe how aspects of matchings, graphs, counting and discrepancy can imply results on certain measures of order and disorder in long-range geometry, with applications to classical constructions such as the Penrose tiling as well as to recent developments in aperiodic order. Partially based on joint work with Yaar Solomon.
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אוניברסיטת בר-אילן - Department of Mathematics
mathoffice@math.biu.ac.il
Asia/Jerusalem
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Place
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Abstract
Combinatorial objects and methods naturally appear in the study of aperiodic order and mathematical quasicrystals. In the talk I will describe how aspects of matchings, graphs, counting and discrepancy can imply results on certain measures of order and disorder in long-range geometry, with applications to classical constructions such as the Penrose tiling as well as to recent developments in aperiodic order. Partially based on joint work with Yaar Solomon.
Last Updated Date : 17/10/2021
