math.CT Category Theory arXiv submissions

Abstracts of math.CT (Category Theory) papers posted to tweeted daily as embedded images. Click to enlarge. Unaffiliated to ArXiv.

[math.CT Category Theory arXiv submissions @arXiv_math_CT]

https://t.co/cfmRMpQcAr
K Kanalas
Positive model theory of interpretations

[math.CT Category Theory arXiv submissions @arXiv_math_CT]

https://t.co/cfmRMpQcAr
K Kanalas
Positive model theory of interpretations

[math.AT Algebraic Topology arXiv submissions @arXiv_math_AT]

https://t.co/Sc1OtCZpCK
R M Kaufmann, M Monaco
Plethysm Products, Element and Plus Constructions

[math.CT Category Theory arXiv submissions @arXiv_math_CT]

https://t.co/rYvtdKp6UQ
J Pascaleff
Remarks on the equivalence between differential graded categories and
A-infinity categories

[math.CT Category Theory arXiv submissions @arXiv_math_CT]

https://t.co/SkEBXY090n
N Golub
Sheaves on Grothendieck constructions

[math.CT Category Theory arXiv submissions @arXiv_math_CT]

https://t.co/QcvUjPk3M5
D Graves
Categorifying equivariant monoids

[math.CT Category Theory arXiv submissions @arXiv_math_CT]

https://t.co/sBkfDGLS9i
I D Liberti
The geometry of Coherent topoi and Ultrastructures

[math.AT Algebraic Topology arXiv submissions @arXiv_math_AT]

https://t.co/MnndOqXbwf
R Campos et. al.
Commutative homotopical algebra embeds into non-commutative homotopical
algebra

[math.CT Category Theory arXiv submissions @arXiv_math_CT]

https://t.co/deX4IUVud0
M D Meglio
Coequalisers under the Lens

[math.CT Category Theory arXiv submissions @arXiv_math_CT]

https://t.co/Z5gA0U9kqR
A Benkhadra, I Stubbe
A logical analysis of fixpoint theorems

[math.CT Category Theory arXiv submissions @arXiv_math_CT]

https://t.co/Z5gA0U9kqR
A Benkhadra, I Stubbe
A logical analysis of fixpoint theorems

[math.AT Algebraic Topology arXiv submissions @arXiv_math_AT]

https://t.co/1985I2rdIp
G Horel et. al.
Two remarks on spaces of maps between operads of little cubes

[math.CT Category Theory arXiv submissions @arXiv_math_CT]

https://t.co/PAUvzCOnPL
M M Clementino et. al.
On lax protomodularity of Ord-enriched categories

[math.RT Representation Theory arXiv submissions @arXiv_math_RT]

https://t.co/SObL0Bn2OP
K Ardakov, P Schneider
The central sheaf of a Grothendieck category

[math.CT Category Theory arXiv submissions @arXiv_math_CT]

https://t.co/zbxjhXtNOu
P Hackney, J Kock
Free decomposition spaces

[math.AT Algebraic Topology arXiv submissions @arXiv_math_AT]

https://t.co/Bj6it2HETt
P Hackney, J Kock
Culf maps and edgewise subdivision

[math.CT Category Theory arXiv submissions @arXiv_math_CT]

https://t.co/FlMlcEMWPa
M Araújo
Computads and string diagrams for $n$-sesquicategories

[math.LO Mathematical Logic arXiv submissions @arXiv_math_LO]

https://t.co/yL7rJPoPXL
M Kamensky
Higher internal covers

[math.LO Mathematical Logic arXiv submissions @arXiv_math_LO]

https://t.co/yL7rJPFSZL
M Kamensky
Higher internal covers

[math.CT Category Theory arXiv submissions @arXiv_math_CT]

https://t.co/oFOy8UZiZ6
R V Belle
A categorical proof of the Carathéodory extension theorem