46 citations · 168 across the 64 of their papers we have counts for
65 papers
Notes on -algebras and prisms in homotopy theory
Jack Morava
J McClure's Dyer-Lashof operation in -adic -theory defines, in particular, a prismatic structure on the complex representation ring of the circle group. Work of Ando, Rezk, S…
The universal cover of the real projective line
Jack Morava
We construct an interesting topological cover of the multiplicative group of the real line, related to Tate's elliptic curve with . We use the language of homological alge…
A homotopy-theoretic context for CKM/Birkhoff renormalization
Jack Morava
We propose a geometric object slightly subtler than a complex line bundle with connection, a two-sphere fibration with structure group , to parametrize a space of dimens…
Brauer-Wall Groups and Truncated Picard Spectra of -theory
Jonathan Beardsley, Kiran Luecke, Jack Morava
We compute the first two k-invariants of the Picard spectra of and by analyzing their Picard groupoids and constructing their unit spectra as global sections of sheaves o…
Notes toward a Newtonian thermodynamics
Jack Morava
We interpret the moment generating function of a random variable as the exponential of an associated one-dimensional formal…
Periods for topological circle actions
Jack Morava
The language of Harvey-Lawson currents and sparks may be useful for the study of Hopkins-Singer Wu classes in geometric topology, via equivariant Tate -theory of circle actions…