Results 21 to 27 of about 69 (27)
The realizability of operations on homotopy groups concentrated in two degrees
, 2014 The homotopy groups of a space are endowed with homotopy operations which define the \Pi-algebra of the space. An Eilenberg-MacLane space is the realization of a \Pi-algebra concentrated in one degree.
CR Stover +16 more
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A Quillen Theorem B for strict $\infty$-categories
, 2019 We prove a generalization of Quillen's Theorem B to strict $\infty$-categories. More generally, we show that under similar hypothesis as for Theorem B, the comma construction for strict $\infty$-categories, that we introduced with Maltsiniotis in a ...
Ara, Dimitri
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Effect of substrate on the proliferation of Myxobolus cerebralis in the mitochondrial lineages of the Tubifex tubifex host. [PDF]
Parasitol Res, 2022 Baxa DV, Nehring RB.
europepmc +1 more source
Homotopy idempotent functors on classifying spaces [PDF]
, 2015 Fix a prime p. Since their definition in the context of Localization Theory, the homotopy functors PBZ/p and CWBZ/p have shown to be powerful tools to understand and describe the mod p structure of a space.
Castellana Vila, Natàlia +1 more
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Eilenberg–MacLane mapping algebras and higher distributivity up to homotopy
, 2017 Primary cohomology operations, i.e., elements of the Steenrod algebra, are given by homotopy classes of maps between Eilenberg--MacLane spectra. Such maps (before taking homotopy classes) form the topological version of the Steenrod algebra.
Baues, H., Frankland, M.
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A Novel Birthdate-Labeling Method Reveals Segregated Parallel Projections of Mitral and External Tufted Cells in the Main Olfactory System. [PDF]
eNeuro, 2019 Hirata T +7 more
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Sequential parametrized topological complexity of group epimorphisms
In this paper, we introduce the sequential parametrized topological complexity of group epimorphisms, which generalizes the sequential topological complexity of groups.
Daundkar, Navnath
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