Yuri J. F. Sulyma

activity

20162026

most citedA slice refinement of Bökstedt periodicity

2 citations · 4 across the 6 of their papers we have counts for

collaborators

7 papers

math.KT2026

$RO (G)$ -graded norms for de Rham-Witt forms

Yuri J. F. Sulyma

We make two case studies of $RO (G)$ -graded homotopy in connection with $p$ -adic cohomology. First, we identify the $RO (T)$ -graded $TC^{-}$ and $\ma…

math.CO2026

Transfer systems give matroids only for cyclic $p$ -groups

Yuri J. F. Sulyma

Transfer systems as studied in equivariant algebra admit minimal generating sets, analogous to bases in linear algebra. It is natural to wonder if minimal generating sets form a ma…

math.NT2023★ 1 cited

Prisms and Tambara functors I: Twisted powers, transversality, and the perfect sandwich

Yuri J. F. Sulyma

We construct a faithful and conservative functor from prisms to $C_{p^{\infty}}$ -Tambara functors; in appropriate situations, this gives an algebraic description of $\underlineπ_0{\m…

math.KT2022

$RO (T)$ -graded $TF$ of perfectoid rings

Yuri J. F. Sulyma

For a perfectoid ring $R$ , we compute the full $RO (T)$ -graded ring $TF_{★} (R; Z_{p})$ . This extends and simplifies work of Gerhardt and Angeltve…

math.KT2021★ 1 cited

Floor, ceiling, slopes, and $K$ -theory

Yuri J. F. Sulyma

We calculate $K_{*} (k [x] / x^{e}; Z_{p})$ by evaluating the syntomic cohomology $Z_{p} (i) (k [x] / x^{e})$ introduced by Bhatt-Morrow-Scholze and Bhatt-Scholze. This recover…

math.AT2020★ 2 cited

A slice refinement of Bökstedt periodicity

Yuri J. F. Sulyma

Let $R$ be a perfectoid ring. Hesselholt and Bhatt-Morrow-Scholze have identified the Postnikov filtration on $THH (R; Z_{p})$ : it is concentrated in even degrees, gen…

math.CT2016

$\infty$ -categorical monadicity and descent

Yuri J. F. Sulyma

Riehl and Verity have introduced an " $\infty$ -cosmic" framework in which they redevelop the category theory of $\infty$ -categories using 2-categorical arguments. In this paper, we…

RO(G)-graded norms for de Rham-Witt forms

Transfer systems give matroids only for cyclic p-groups

Prisms and Tambara functors I: Twisted powers, transversality, and the perfect sandwich

RO(T)-graded TF of perfectoid rings

Floor, ceiling, slopes, and K-theory

A slice refinement of Bökstedt periodicity

∞-categorical monadicity and descent

$RO (G)$ -graded norms for de Rham-Witt forms

Transfer systems give matroids only for cyclic $p$ -groups

$RO (T)$ -graded $TF$ of perfectoid rings

Floor, ceiling, slopes, and $K$ -theory

$\infty$ -categorical monadicity and descent