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05 May 2024
 
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Results 1 to 20 of 22 for query "Akhil Mathew". (0.00 sec.)

[    1    2    ]   Next

1.
The mod $p$ Riemann-Hilbert correspondence and the perfect site
Akhil Mathew;
24 May 2022
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2.
The K-theory of perfectoid rings
Benjamin Antieau; Akhil Mathew; Matthew Morrow;
12 Mar 2022
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3.
Syntomic complexes and $p$-adic étale Tate twists
Bhargav Bhatt; Akhil Mathew;
10 Feb 2022
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4.
K-theory and polynomial functors
Clark Barwick; Saul Glasman; Akhil Mathew; Thomas Nikolaus;
1 Feb 2021
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5.
Some recent advances in topological Hochschild homology
Akhil Mathew;
3 Jan 2021
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6.
On $K(1)$-local $mathrm{TR}$
Akhil Mathew;
18 May 2020
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7.
Hyperdescent and etale K-theory
Dustin Clausen; Akhil Mathew;
16 May 2019
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8.
On the Blumberg--Mandell K"unneth theorem for TP
Benjamin Antieau; Akhil Mathew; Thomas Nikolaus;
16 Oct 2017
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9.
Examples of descent up to nilpotence
Akhil Mathew;
6 Jan 2017
- - -
10.
Descent in algebraic $K$-theory and a conjecture of Ausoni-Rognes
Dustin Clausen; Akhil Mathew; Niko Naumann; Justin Noel;
10 Jun 2016
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11.
Torus actions on stable module categories, Picard groups, and localizing subcategories
Akhil Mathew;
6 Dec 2015
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12.
Picard groups of higher real $K$-theory spectra at height $p-1$
Drew Heard; Akhil Mathew; Vesna Stojanoska;
25 Nov 2015
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13.
Nilpotence and descent in equivariant stable homotopy theory
Akhil Mathew; Niko Naumann; Justin Noel;
24 Jul 2015
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14.
Derived induction and restriction theory
Akhil Mathew; Niko Naumann; Justin Noel;
24 Jul 2015
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15.
Representations of finite groups on modules over K-theory (with an appendix by Akhil Mathew)
David Treumann;
9 Mar 2015
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16.
Torsion exponents in stable homotopy and the Hurewicz homomorphism
Akhil Mathew;
29 Jan 2015
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17.
On $THH$ and 'etale base change
Akhil Mathew;
26 Jan 2015
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18.
The Picard group of topological modular forms via descent theory
Akhil Mathew; Vesna Stojanoska;
26 Sep 2014
- - -
19.
A thick subcategory theorem for modules over certain ring spectra
Akhil Mathew;
15 Nov 2013
- - -
20.
Affineness and chromatic homotopy theory
Akhil Mathew; Lennart Meier;
3 Nov 2013
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