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Homology, homotopy, and applications
Tome 23 (2021)
no. 1
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Suivant
Volume 23 (2021) no. 1
Sommaire
(Co)homology self-closeness numbers of simply-connected spaces
Pengcheng Li
p. 1-16
Cohomology of the classifying spaces of
$U(n)$
-gauge groups over the 2-sphere
Masahiro Takeda
p. 17-24
The equivariant fundamental groupoid as an orbifold invariant
Dorette Pronk
;
Laura Scull
p. 25-47
A simplicial construction for noncommutative settings
Samuel Carolus
;
Jacob Laubacher
;
Mihai D. Staic
p. 49-60
Gradient versus proper gradient homotopies
Piotr Bartłomiejczyk
;
Piotr Nowak-Przygodzki
p. 61-76
Biased permutative equivariant categories
Kayleigh Bangs
;
Skye Binegar
;
Young Kim
;
Kyle Ormsby
;
Angélica M. Osorno
;
David Tamas-Parris
;
Livia Xu
p. 77-100
The wedge family of the cohomology of the
$\mathbb{C}$
-motivic Steenrod algebra
Hieu Thai
p. 101-117
Unstable algebras over an operad
Sacha Ikonicoff
p. 119-141
Vector bundles and cohomotopies of
$\operatorname{spin} 5$
-manifolds
Panagiotis Konstantis
p. 143-158
Truncated derived functors and spectral sequences
Hans-Joachim Baues
;
David Blanc
;
Boris Chorny
p. 159-189
Flatness and Shipley’s algebraicization theorem
Jordan Williamson
p. 191-218
Mapping algebras and the Adams spectral sequence
David Blanc
;
Surojit Ghosh
p. 219-242
The trace of the local
$\mathbb{A}^1$
-degree
Thomas Brazelton
;
Robert Burklund
;
Stephen McKean
;
Michael Montoro
;
Morgan Opie
p. 243-255
$\mathbb{A}^1$
-homotopy equivalences and a theorem of Whitehead
Eoin Mackall
p. 257-274
Linear motion planning with controlled collisions and pure planar braids
Jesús González
;
José Luis León-Medina
;
Christopher Roque-Márquez
p. 275-296
Geometric approach to graph magnitude homology
Yasuhiko Asao
;
Kengo Izumihara
p. 297-310
Refinement invariance of intersection (co)homologies
Martintxo Saralegi-Aranguren
p. 311-340
Minimal models for monomial algebras
Pedro Tamaroff
p. 341-366
The local hyperbolicity of
$\mathbf{A}_n^2$
-complexes
Zhongjian Zhu
;
Jianzhong Pan
p. 367-386
The operad that co-represents enrichment
Andrew W. Macpherson
p. 387-401