We discuss proofs of local cohomology theorems for topological modular forms, based on Mahowald-Rezk duality and on Gorenstein duality, and then make the associated local cohomology spectral sequences explicit, including their differential patterns and hidden extensions
Modern categories of spectra such as that of Elmendorf et al equipped with strictly symmetric mono...
This thesis concerns the study of two flavours of duality that appear in stable homotopy theory and ...
AbstractWe produce a topological analogue of André–Quillen's spectral sequence and prove that for co...
We discuss proofs of local cohomology theorems for topological modular forms, based on Mahowald–Rezk...
We discuss proofs of local cohomology theorems for topological modular forms, based on Mahowald–Rezk...
Abstract We discuss proofs of local cohomology theorems for topological modular forms, based on Maho...
AbstractUsing degree N isogenies of elliptic curves, we produce a spectrum Q(N). This spectrum is bu...
The element $P_2^1$ of the mod 2 Steenrod algebra has the property $(P_2^1)^2=0$. This property allo...
In this paper, we study the elliptic spectral sequence computing $tmf_*(\mathbb{R} P^2)$ and $tmf_* ...
In this paper, we study the elliptic spectral sequence computing $tmf_*(\mathbb{R} P^2)$ and $tmf_* ...
The goal of this article is to construct and study connective versions of topological modular forms ...
AbstractWe develop a duality theory for localizations in the context of ring spectra in algebraic to...
As a step towards understanding the $\mathrm{tmf}$-based Adams spectral sequence, we compute the $K(...
The cohomology theory known as Tmf, for “topological modular forms,” is a universal object mapping o...
The cohomology theory known as Tmf, for “topological modular forms,” is a universal object mapping o...
Modern categories of spectra such as that of Elmendorf et al equipped with strictly symmetric mono...
This thesis concerns the study of two flavours of duality that appear in stable homotopy theory and ...
AbstractWe produce a topological analogue of André–Quillen's spectral sequence and prove that for co...
We discuss proofs of local cohomology theorems for topological modular forms, based on Mahowald–Rezk...
We discuss proofs of local cohomology theorems for topological modular forms, based on Mahowald–Rezk...
Abstract We discuss proofs of local cohomology theorems for topological modular forms, based on Maho...
AbstractUsing degree N isogenies of elliptic curves, we produce a spectrum Q(N). This spectrum is bu...
The element $P_2^1$ of the mod 2 Steenrod algebra has the property $(P_2^1)^2=0$. This property allo...
In this paper, we study the elliptic spectral sequence computing $tmf_*(\mathbb{R} P^2)$ and $tmf_* ...
In this paper, we study the elliptic spectral sequence computing $tmf_*(\mathbb{R} P^2)$ and $tmf_* ...
The goal of this article is to construct and study connective versions of topological modular forms ...
AbstractWe develop a duality theory for localizations in the context of ring spectra in algebraic to...
As a step towards understanding the $\mathrm{tmf}$-based Adams spectral sequence, we compute the $K(...
The cohomology theory known as Tmf, for “topological modular forms,” is a universal object mapping o...
The cohomology theory known as Tmf, for “topological modular forms,” is a universal object mapping o...
Modern categories of spectra such as that of Elmendorf et al equipped with strictly symmetric mono...
This thesis concerns the study of two flavours of duality that appear in stable homotopy theory and ...
AbstractWe produce a topological analogue of André–Quillen's spectral sequence and prove that for co...
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