Jack Carlisle

collaborators

4 papers

cs.PL2026

Categorical Foundations for CuTe Layouts

Jack Carlisle, Jay Shah, Reuben Stern +1

NVIDIA's CUTLASS library provides a robust and expressive set of methods for describing and manipulating multi-dimensional tensor data on the GPU. These methods are conceptually gr…

math.AT2025

Periodic phenomena in equivariant stable homotopy theory

Mark Behrens, Jack Carlisle

Building off of many recent advances in the subject by many different researchers, we describe a picture of A-equivariant chromatic homotopy theory which mirrors the now classical…

math.AT2025

The $E_{2}^{h C_{6}}$ -homology of $R P^{2}$ and $R P^{2} \land C P^{2}$

Irina Bobkova, Jack Carlisle, Emmett Fitz +6

Let $E_{2}$ be the Morava E-theory of height 2 at the prime 2. In this paper, we compute the homotopy groups of $E_{2}^{h C_{6}} \land R P^{2}$ and $\…

math.AT2025

Real Global Group Laws and Hu-Kriz Maps

Jack Carlisle, Noah Wisdom, Guoqi Yan

Recently, Hausmann defined global group laws and used them to prove that $M U_{*}^{G}$ is the $G$ -equivariant Lazard ring, for $G$ a compact abelian Lie group. On the other hand, Hu and…

Categorical Foundations for CuTe Layouts

Periodic phenomena in equivariant stable homotopy theory

The E2hC6​​-homology of RP2 and RP2∧CP2

Real Global Group Laws and Hu-Kriz Maps

The $E_{2}^{h C_{6}}$ -homology of $R P^{2}$ and $R P^{2} \land C P^{2}$