T. Torii

activity

20092023

most citedOn quasi-categories of comodules and Landweber exactness

6 citations · 12 across the 14 of their papers we have counts for

collaborators

Showing 2022Show all

3 papers · 1 filter

math.AT2022★ 1 cited

Hecke operators in Morava $E$ -theories of different heights

Takeshi Torii

There is a natural action of a kind of Hecke algebra $H_{n}$ on the $n$ th Morava $E$ -theory of spaces. We construct Hecke operators in an amalgamated cohomology theory of t…

math.CT2022

Duoidal $\infty$ -categories of operadic modules

Takeshi Torii

In this paper we study duoidal structures on $\infty$ -categories of operadic modules. Let $O^{\otimes}$ be a small coherent $\infty$ -operad and let $\mathcal{P}^{\otimes}…

math.CT2022

A perfect pairing for monoidal adjunctions

Takeshi Torii

We give another proof of the fact that there is a dual equivalence between the $\infty$ -category of monoidal $\infty$ -categories with left adjoint oplax monoidal functors and that…

Hecke operators in Morava E-theories of different heights

Duoidal ∞-categories of operadic modules

A perfect pairing for monoidal adjunctions

Hecke operators in Morava $E$ -theories of different heights

Duoidal $\infty$ -categories of operadic modules