Daniel Grady

activity

20232026

most citedDeformation classes of invertible field theories and the Freed--Hopkins conjecture

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

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Showing 2025 · math.ATShow all

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math.AT2025

Cohomotopy and flux quantization in $M$ -theory

Daniel Grady

We identify some of the $k$ -invariants for the Postnikov tower of the stable and unstable 4-sphere. Assuming the stable Hypothesis H of Fiorenza--Sati--Schreiber, we use the result…

math.AT2025

On the differential $K$ -theory of moduli stacks

Daniel Grady

We compute the connective differential $K$ -theory and the differential cohomology of the moduli stack of principal $G$ -bundles with connection. The results are formulated in terms…

Cohomotopy and flux quantization in M-theory

On the differential K-theory of moduli stacks

Cohomotopy and flux quantization in $M$ -theory

On the differential $K$ -theory of moduli stacks