Camell Kachour

activity

20102021

most citedAlgebraic Definition of weak (

\infty

; n)-Categories

3 citations · 5 across the 10 of their papers we have counts for

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math.CT2021

Globular weak $(n, \infty)$ -Transformations ( $n \in N$ ) in the sense of Grothendieck

Camell Kachour

This article describe globular weak $(n, \infty)$ -transformations ( $n \in N$ ) in the sense of Grothendieck, i.e for each $n \in N$ we build a coherator $Θ^{\infty}_{\m…

math.CT2021

Combinatorial approach to the category $Θ_{0}$ of cubical pasting diagrams

Camell Kachour

In these notes we describe models of globular weak $(\infty, m)$ -categories ( $m \in N$ ) in the Grothendieck style, i.e for each $m \in N$ we define a globular coherato…

Globular weak (n,∞)-Transformations (n∈N) in the sense of Grothendieck

Combinatorial approach to the category Θ0​ of cubical pasting diagrams

Globular weak $(n, \infty)$ -Transformations ( $n \in N$ ) in the sense of Grothendieck

Combinatorial approach to the category $Θ_{0}$ of cubical pasting diagrams