activity
20102023
most citedOn the cohomology of moment-angle complexes associated to Gorenstein* complexes

11 citations · 40 across the 13 of their papers we have counts for

collaborators

13 papers

math.AT2023

A correspondence between higher Adams differentials and higher algebraic Novikov differentials at odd primes

Xiangjun Wang, Yu Zhang

This paper studies the higher differentials of the classical Adams spectral sequence at odd primes. In particular, we follow the ``cofiber of philosophy'' of Gheorghe, Isaksen,…

math.AT2022★ 2 cited

Some nontrivial secondary Adams differentials on the fourth line

Xiangjun Wang, Yaxing Wang, Yu Zhang

Let be an odd prime. Using the correspondence between secondary Adams differentials and secondary algebraic Novikov differentials, we compute four families of nontrivial…

math.AT2020★ 3 cited

Cohomological rigidity of manifolds with torus actions: I

Feifei Fan, Jun Ma, Xiangjun Wang

We study the cohomological rigidity problem of two families of manifolds with torus actions: the so-called moment-angle manifolds, whose study is linked with combinatorial geometry…

math.AT2019★ 1 cited

The composition of R.~Cohen's elements and the third periodic elements in stable homotopy groups of spheres

Xing Gu, Xiangjun Wang, Jianqiu Wu

In this paper, we study the cohomology of the Morava stabilizer algebra . As an application, we show that for , if , $n\not \eq…

math.AT2016

The cohomology of S(n,k) relavent to Morava stablizer algebra

Liman Chen, Xiangjun Wang, Xuezhi Zhao

In this paper we redefine an increasing filtration on the the Hopf algebra S(n,k), From which we get a spectral sequence called May spectral sequence. As an application we computed…

math.AT2015★ 10 cited

-Rigidity of flag -spheres without -belt

Feifei Fan, Jun Ma, Xiangjun Wang

Associated to every finite simplicial complex , there is a moment-angle complex . In this paper, we use some algebraic invariants to solve the -rigidity pro…