activity
20192024
most citedIntegral Metaplectic Modular Categories

2 citations · 3 across the 4 of their papers we have counts for

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8 papers · 1 filter

math.QA2024

Realizing modular data from centers of near-group categories

Zhiqiang Yu, Qing Zhang

In this paper, we show the existence of a near-group category of type and compute the modular data of its Drinfeld cen…

math.QA2024

The Condensed Fiber Product and Zesting

Colleen Delaney, César Galindo, Julia Plavnik +2

We introduce the condensed fiber product of two -crossed braided fusion categories, generalizing existing constructions in the literature. We show that this product is closely r…

math.QA2024

Modular data of non-semisimple modular categories

Liang Chang, Quinn T. Kolt, Zhenghan Wang +1

We investigate non-semisimple modular categories with an eye towards a structure theory, low-rank classification, and applications to low dimensional topology and topological physi…

math.QA2023

On near-group centers and super-modular categories

Eric C. Rowell, Hannah Solomon, Qing Zhang

The construction and classification of super-modular categories is an ongoing project, of interest in algebra, topology and physics. In a recent paper, Cho, Kim, Seo and You produc…

math.QA2021

Modular tensor categories, subcategories, and Galois orbits

Julia Plavnik, Andrew Schopieray, Zhiqiang Yu +1

We establish a set of general results to study how the Galois action on modular tensor categories interacts with fusion subcategories. This includes a characterization of fusion su…

math.QA2019

Classification of super-modular categories

Paul Bruillard, Julia Yael Plavnik, Eric C. Rowell +1

We develop categorical and number theoretical tools for the classification of super-modular categories. We apply these tools to obtain a partial classification of super-modular cat…