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20122021
most citedCategories of Two-Colored Pair Partitions, Part II: Categories Indexed by Semigroups

12 citations · 27 across the 6 of their papers we have counts for

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math.CO2020

Non-Hyperoctahedral Categories of Two-Colored Partitions, Part II: All Possible Parameter Values

Alexander Mang, Moritz Weber

This article is part of a series with the aim of classifying all non-hyperoctahedral categories of two-colored partitions. Those constitute by some Tannaka-Krein type result the co…

math.CO20191 cited

Uniformly vertex-transitive graphs

Simon Schmidt, Chase Vogeli, Moritz Weber

We introduce uniformly vertex-transitive graphs as vertex-transitive graphs satisfying a stronger condition on their automorphism groups, motivated by a problem which arises from a…

math.CO2019

Non-Hyperoctahedral Categories of Two-Colored Partitions, Part I: New Categories

Alexander Mang, Moritz Weber

Compact quantum groups can be studied by investigating their co-representation categories in analogy to the Schur-Weyl/Tannaka-Krein approach. For the special class of (unitary) "e…

math.CO201912 cited

Categories of Two-Colored Pair Partitions, Part II: Categories Indexed by Semigroups

Alexander Mang, Moritz Weber

Within the framework of unitary easy quantum groups, we study an analogue of Brauer's Schur-Weyl approach to the representation theory of the orthogonal group. We consider concrete…

math.CO2018

Categories of Two-Colored Pair Partitions, Part I: Categories Indexed by Cyclic Groups

Alexander Mang, Moritz Weber

We classify certain categories of partitions of finite sets subject to specific rules on the colorization of points and the sizes of blocks. More precisely, we consider pair partit…

math.CO2018

Factorization of Frieze Patterns

Moritz Weber, Mang Zhao

In 2017, Michael Cuntz gave a definition of reducibility of quiddity cycles of frieze patterns: It is reducible if it can be written as a sum of two other quiddity cycles. We discu…