Matthew McMillan

activity

20132026

most citedOn symplectic capacities of toric domains

5 citations · 5 across the 3 of their papers we have counts for

collaborators

4 papers

math.HO2026

Tooling for digital accessibility in mathematics: Quickly build compliant course websites that benefit all students

Matthew McMillan, Eli Boyden

Public universities in the US must now meet digital accessibility (DA) standards under 2024 updates to Title II of the ADA. For math instructors, course materials must be screen-re…

math.RT2023

Tensor $2$ -Product for $sl_{2}$ : Extensions to the Negative Half

Matthew McMillan

In a recent paper, the author defined an operation of tensor product for a large class of $2$ -representations of $U^{+}$ , the positive half of the $2$ -category associated…

math.RT2022

A tensor 2-product of 2-representations of $sl_{2}^{+}$

Matthew McMillan

We construct an explicit abelian model for the operation of tensor $2$ -product of $2$ -representations of $sl_{2}^{+}$ , specifically the product of a simple $2$ -represent…

math.SG2013★ 5 cited

On symplectic capacities of toric domains

Michael Landry, Matthew McMillan, Emmanuel Tsukerman

A toric domain is a subset of $(C^{n}, ω_{std})$ which is invariant under the standard rotation action of $T^{n}$ on $C^{n}$ . For a toric domain $U$ from…

Tooling for digital accessibility in mathematics: Quickly build compliant course websites that benefit all students

Tensor 2-Product for sl2​: Extensions to the Negative Half

A tensor 2-product of 2-representations of sl2+​

On symplectic capacities of toric domains

Tensor $2$ -Product for $sl_{2}$ : Extensions to the Negative Half

A tensor 2-product of 2-representations of $sl_{2}^{+}$