Maxime Ramzi

activity

20202026

most citedA multiplicative comparison of MacLane homology and topological Hochschild homology

3 citations · 10 across the 24 of their papers we have counts for

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Showing 2026 · math.KTShow all

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math.KT2026

$Mot^{loc}$ is not compactly generated

Maxime Ramzi

We prove that the $\infty$ -category of localizing motives in the sense of Blumberg--Gepner--Tabuada is not compactly generated, extending a result of Efimov.

math.KT2026

Chromatic Noshift

Maxime Ramzi

The chromatic redshift philosophy, introduced by Ausoni and Rognes, suggests that algebraic $K$ -theory raises chromatic height by $1$ . We show that the analogue of this philosophy…

math.KT2026

Equivariant localizing motives and multiplicative norms on algebraic K-theory

Kaif Hilman, Maxime Ramzi

We construct multiplicative norms on equivariant nonconnective algebraic $K$ -theory for finite groups $G$ . We also construct a genuine equivariant version of THH equipped with a De…

Motloc is not compactly generated

Chromatic Noshift

Equivariant localizing motives and multiplicative norms on algebraic K-theory

$Mot^{loc}$ is not compactly generated