AbstractWe prove a Dold–Kan type correspondence between the category of planar dendroidal abelian groups and a suitably constructed category of planar dendroidal chain complexes. Our result naturally extends the classical Dold–Kan correspondence between the category of simplicial abelian groups and the category of non-negatively graded chain complexes
AbstractThe (dual) Dold–Kan correspondence says that there is an equivalence of categories K:Ch⩾0→Ab...
We establish a large class of homotopy coherent Morita-equivalences of Dold-Kan type relating diagra...
Dendroidal sets have been introduced as a combinatorial model for homotopy coherent operads. We intr...
We prove a Dold–Kan type correspondence between the category of planar dendroidal abelian groups and...
AbstractThe (dual) Dold–Kan correspondence says that there is an equivalence of categories K:Ch⩾0→Ab...
The (dual) Dold-Kan correspondence says that there is an equivalence of categories K: Ch≥0→AbΔ betwe...
In recent years the theory of dendroidal sets has emerged as an important framework for higher algeb...
The (dual) Dold-Kan correspondence says that there is an equivalence of categories K: Ch≥0→AbΔ betwe...
The (dual) Dold-Kan correspondence says that there is an equivalence of categories K: Ch≥0→AbΔ betwe...
AbstractFor each abelian category A and each integer n, it is shown that the category CnA of complex...
AbstractWe establish a connection between differential graded and simplicial categories by construct...
AbstractThe category of dendroidal sets is an extension of that of simplicial sets, suitable for def...
The thesis introduces the new concept of dendroidal set. Dendroidal sets are a generalization of sim...
A Dold-Puppe complex is the image NF\Gamma(C.) of a chain complex C. under the composition of the fu...
This open access book offers a self-contained introduction to the homotopy theory of simplicial and ...
AbstractThe (dual) Dold–Kan correspondence says that there is an equivalence of categories K:Ch⩾0→Ab...
We establish a large class of homotopy coherent Morita-equivalences of Dold-Kan type relating diagra...
Dendroidal sets have been introduced as a combinatorial model for homotopy coherent operads. We intr...
We prove a Dold–Kan type correspondence between the category of planar dendroidal abelian groups and...
AbstractThe (dual) Dold–Kan correspondence says that there is an equivalence of categories K:Ch⩾0→Ab...
The (dual) Dold-Kan correspondence says that there is an equivalence of categories K: Ch≥0→AbΔ betwe...
In recent years the theory of dendroidal sets has emerged as an important framework for higher algeb...
The (dual) Dold-Kan correspondence says that there is an equivalence of categories K: Ch≥0→AbΔ betwe...
The (dual) Dold-Kan correspondence says that there is an equivalence of categories K: Ch≥0→AbΔ betwe...
AbstractFor each abelian category A and each integer n, it is shown that the category CnA of complex...
AbstractWe establish a connection between differential graded and simplicial categories by construct...
AbstractThe category of dendroidal sets is an extension of that of simplicial sets, suitable for def...
The thesis introduces the new concept of dendroidal set. Dendroidal sets are a generalization of sim...
A Dold-Puppe complex is the image NF\Gamma(C.) of a chain complex C. under the composition of the fu...
This open access book offers a self-contained introduction to the homotopy theory of simplicial and ...
AbstractThe (dual) Dold–Kan correspondence says that there is an equivalence of categories K:Ch⩾0→Ab...
We establish a large class of homotopy coherent Morita-equivalences of Dold-Kan type relating diagra...
Dendroidal sets have been introduced as a combinatorial model for homotopy coherent operads. We intr...