Xin Tong

activity

20202022

most citedHodge-Iwasawa Theory I

4 citations · 5 across the 12 of their papers we have counts for

collaborators

13 papers

math.NT2022

$\infty$ -Categorical Perverse $p$ -adic Differential Equations over Stacks

Xin Tong

We will discuss $\infty$ -categorical perverse $p$ -adic differential equations over stacks. On one hand, we are going to study some $p$ -adic analogous results of the Drinfeld's orig…

math.AG2022

Geometric and Representation Theoretic Aspects of $p$ -adic Motives

Xin Tong

In this dissertation, we discuss mainly the corresponding geometric and representation theoretic aspects of relative $p$ -adic Hodge theory and $p$ -adic motives. To be more precise,…

math.AG2022

Topologization and Functional Analytification II: $\infty$ -Categorical Motivic Constructions for Homotopical Contexts

Xin Tong

This is our second scope of the consideration on the corresponding topologization and the corresponding functional analytification. We will focus on the corresponding functorial an…

math.AG2022

$\infty$ -Categorical Approaches to Hodge-Iwasawa Theory I: Introduction and Extensions

Xin Tong

In this paper, we give the introduction to the Hodge-Iwasawa Theory introduced by the author. After that we will give some well-defined extensions to the already shaped framework e…

math.NT2021

Period Rings with Big Coefficients and Applications III

Xin Tong

We continue our study on the corresponding period rings with big coefficients, with the corresponding application in mind on relative $p$ -adic Hodge theory and noncommutative analy…

math.NT2021

Topics on Geometric and Representation Theoretic Aspects of Period Rings I

Xin Tong

We consider more general framework than the corresponding one considered in our previous work on the Hodge-Iwasawa theory. In our current consideration we consider the correspondin…

∞-Categorical Perverse p-adic Differential Equations over Stacks

Geometric and Representation Theoretic Aspects of p-adic Motives

Topologization and Functional Analytification II: ∞-Categorical Motivic Constructions for Homotopical Contexts

∞-Categorical Approaches to Hodge-Iwasawa Theory I: Introduction and Extensions

Period Rings with Big Coefficients and Applications III

Topics on Geometric and Representation Theoretic Aspects of Period Rings I

$\infty$ -Categorical Perverse $p$ -adic Differential Equations over Stacks

Geometric and Representation Theoretic Aspects of $p$ -adic Motives

Topologization and Functional Analytification II: $\infty$ -Categorical Motivic Constructions for Homotopical Contexts

$\infty$ -Categorical Approaches to Hodge-Iwasawa Theory I: Introduction and Extensions