We prove that symmetric monoidal weak n-groupoids in the Tamsamani model provide a model for stable n-types. Moreover, we recover the classical statement that Picard categories model stable 1-types.(c) 2022 Elsevier B.V. All rights reserved
Suppose C is a category with a symmetric monoidal structure, which we will refer to as the smash pro...
AbstractWe show that the monoidal product on the stable homotopy category of spectra is essentially ...
We discuss the monoidal structure on Franke's algebraic model for the K_{(p)} -local stable homotopy...
AbstractWe introduce a new model of connected (n+1)-types which consists of a subcategory of catn-gr...
Homotopy 3-types can be modelled algebraically by Tamsamani’s weak 3-groupoids as well as, in the pa...
The stable homotopy category has been extensively studied by algebraic topologists for a long time. ...
We introduce the symmetricity notions of symmetric hmonoidality, symmetroidality, and symmetric flat...
AbstractWe show that the monoidal product on the stable homotopy category of spectra is essentially ...
AbstractHomotopy 3-types can be modelled algebraically by Tamsamani’s weak 3-groupoids as well as, i...
AbstractWe give two general constructions for the passage from unstable to stable homotopy that appl...
Abstract. We show that the monoidal product on the stable homotopy category of spectra is essentiall...
AbstractWe discuss the monoidal structure on Frankeʼs algebraic model for the K(p)-local stable homo...
We discuss the monoidal structure on Franke’s algebraic model for the K(p)-local stable homotopy cat...
We define a notion of weak ω-category internal to a model of Martin-Löf's type theory, and prove tha...
structure of its homotopy category? This paper introduces a new positive example for this, namely th...
Suppose C is a category with a symmetric monoidal structure, which we will refer to as the smash pro...
AbstractWe show that the monoidal product on the stable homotopy category of spectra is essentially ...
We discuss the monoidal structure on Franke's algebraic model for the K_{(p)} -local stable homotopy...
AbstractWe introduce a new model of connected (n+1)-types which consists of a subcategory of catn-gr...
Homotopy 3-types can be modelled algebraically by Tamsamani’s weak 3-groupoids as well as, in the pa...
The stable homotopy category has been extensively studied by algebraic topologists for a long time. ...
We introduce the symmetricity notions of symmetric hmonoidality, symmetroidality, and symmetric flat...
AbstractWe show that the monoidal product on the stable homotopy category of spectra is essentially ...
AbstractHomotopy 3-types can be modelled algebraically by Tamsamani’s weak 3-groupoids as well as, i...
AbstractWe give two general constructions for the passage from unstable to stable homotopy that appl...
Abstract. We show that the monoidal product on the stable homotopy category of spectra is essentiall...
AbstractWe discuss the monoidal structure on Frankeʼs algebraic model for the K(p)-local stable homo...
We discuss the monoidal structure on Franke’s algebraic model for the K(p)-local stable homotopy cat...
We define a notion of weak ω-category internal to a model of Martin-Löf's type theory, and prove tha...
structure of its homotopy category? This paper introduces a new positive example for this, namely th...
Suppose C is a category with a symmetric monoidal structure, which we will refer to as the smash pro...
AbstractWe show that the monoidal product on the stable homotopy category of spectra is essentially ...
We discuss the monoidal structure on Franke's algebraic model for the K_{(p)} -local stable homotopy...
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