Robert Burklund

activity

20192026

A^{1}

-degree

7 citations · 28 across the 19 of their papers we have counts for

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Showing 2024 · math.ATShow all

3 papers · 2 filters

math.AT2024

Classical stable homotopy groups of spheres via $F_{2}$ -synthetic methods

Robert Burklund, Daniel C. Isaksen, Zhouli Xu

We study the $F_{2}$ -synthetic Adams spectral sequence. We obtain new computational information about $C$ -motivic and classical stable homotopy groups.

math.AT2024

A note on the Segal conjecture for large objects

Robert Burklund, Vignesh Subramanian

The Segal conjecture for $C_{p}$ (as proved by Lin and Gunawardena) asserts that the canonical map from the $p$ -complete sphere spectrum to the Tate construction for the trivial acti…

math.AT2024

$E_{\infty}$ -coalgebras and $p$ -adic homotopy theory

Tom Bachmann, Robert Burklund

We show that for any separably closed field $k$ of characteristic $p > 0$ , the canonical functor from nilpotent $p$ -adic spaces to $E_{\infty}$ -coalgebras over $k$ (given by…

Classical stable homotopy groups of spheres via F2​-synthetic methods

A note on the Segal conjecture for large objects

E∞​-coalgebras and p-adic homotopy theory

Classical stable homotopy groups of spheres via $F_{2}$ -synthetic methods

$E_{\infty}$ -coalgebras and $p$ -adic homotopy theory