5 citations · 8 across the 11 of their papers we have counts for
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Product formulas for conjugated motivic milnor basis
Hana Jia Kong, Weinan Lin
We give explicit product formulas for the mod 2 motivic Steenrod algebra in the conjugated motivic Milnor basis. This provides an efficient tool for computing the E2-page of the mo…
Group completions and the homotopical monadicity theorem
Hana Jia Kong, J. Peter May, Foling Zou
This paper is divided into three parts. In the first part, we give the general abstract axiomatic theory and treat the classical examples of infinite loop space machines with struc…
A deformation of Borel equivariant homotopy
Gabriel Angelini-Knoll, Mark Behrens, Eva Belmont +1
We describe a deformation of the -category of Borel -spectra for a finite group . This provides a new presentation of the -complete real Artin--Tate motivic stable…
The -motivic Adams-Novikov spectral sequence for topological modular forms
Daniel C. Isaksen, Hana Jia Kong, Guchuan Li +2
We analyze the -motivic (and classical) Adams-Novikov spectral sequence for the -motivic modular forms spectrum (and for the classical topolo…
-graded homotopy fixed point spectral sequence for height Morava -theory
Zhipeng Duan, Hana Jia Kong, Guchuan Li +2
We consider and as finite subgroups of the Morava stabilizer group which acts on the height Morava -theory at the prime .…
-motivic -periodic homotopy
Eva Belmont, Daniel C. Isaksen, Hana Jia Kong
We compute the -periodic -motivic stable homotopy groups. The main tool is the effective slice spectral sequence. Along the way, we also analyze -motiv…
A Toda bracket convergence theorem for multiplicative spectral sequences
Eva Belmont, Hana Jia Kong
Moss' theorem, which relates Massey products in the -page of the classical Adams spectral sequence to Toda brackets of homotopy groups, is one of the main tools for calculatin…
A shadow perspective on equivariant Hochschild homologies
Katharine Adamyk, Teena Gerhardt, Kathryn Hess +2
Shadows for bicategories, defined by Ponto, provide a useful framework that generalizes classical and topological Hochschild homology. In this paper, we define Hochschild-type inva…
Algebraic slice spectral sequences
Dominic Leon Culver, Hana Jia Kong, J. D. Quigley
For certain motivic spectra, we construct a square of spectral sequences relating the effective slice spectral sequence and the motivic Adams spectral sequence. We show the square…
The -effective spectral sequence for -equivariant connective real -theory
Hana Jia Kong
We construct a -equivariant spectral sequence for RO-graded homotopy groups. The construction is by using the motivic effective slice filtration and the -equivaria…
Computational tools for twisted topological Hochschild homology of equivariant spectra
Katharine Adamyk, Teena Gerhardt, Kathryn Hess +2
Twisted topological Hochschild homology of -equivariant spectra was introduced by Angeltveit, Blumberg, Gerhardt, Hill, Lawson, and Mandell, building on the work of Hill, Hopk…