R. Stoll

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20232026

most citedHigher structures in rational homotopy theory

1 citations · 1 across the 4 of their papers we have counts for

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math.AT2026

The Becker-Gottlieb transfer is not functorial: An example using $C_{\infty}$ -algebras

Florian Naef, Robin Stoll

We prove that the Becker-Gottlieb transfer is not functorial, even on rational cohomology. More precisely, for any even $n \geq 4$ , we construct a fibration $f : X \to S^{n + 1}$ …

math.AT2026

A rational model for the fiberwise THH transfer I: Sullivan algebras

Florian Naef, Robin Stoll

Given a map $f$ of fibrations over a space $B$ such that the fiber of $f$ is simply connected and finitely dominated, we prove that its fiberwise THH transfer, considered as a map…

math.AT2026

A rational model for the fiberwise THH transfer II: $A_{\infty}$ -algebras

Florian Naef, Robin Stoll

In Part I, we proved that a rational model for the fiberwise THH transfer of a map $f$ of fibrations over a base space is given by the Hochschild homology transfer of a cdga model…

The Becker-Gottlieb transfer is not functorial: An example using C∞​-algebras

A rational model for the fiberwise THH transfer I: Sullivan algebras

A rational model for the fiberwise THH transfer II: A∞​-algebras

The Becker-Gottlieb transfer is not functorial: An example using $C_{\infty}$ -algebras

A rational model for the fiberwise THH transfer II: $A_{\infty}$ -algebras