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Summary: All algebraic objects in this note will be considered over a fixed field $k$ of characteristic zero. If not stated otherwise, all operads live in the category of differential graded vector spaces over $k$ . For standard terminology concerning operads, algebras over operads, etc., see either the original paper by J. P. May [“The geometry of iterated loop spaces”, Lect. Notes Math. 271 (1972; Zbl 0244.55009)], or an overview [J.-L. Loday, “La renaissance des opérads”, Sémin. Bourbaki 1994/95,...

Homotopy and Homology Vanishing Theorems and the Stability of Stochastic Flows.

K.D. Elworthy, S. Rosenberg (1996)

Geometric and functional analysis

Homotopy classes of elliptic transmission problems over $C^{*}$ -algebras.

Khimshiashvili, G. (1998)

Georgian Mathematical Journal

Homotopy Classification of Equivariant Regular Sections.

Shyuichi Izumiya (1979)

Manuscripta mathematica

Homotopy classification of regular sections

Andrew du Plessis (1976)

Compositio Mathematica

Homotopy invariance of relative eta-invariants and $C^{*}$ -algebra $K$ -theory.

Keswani, Navin (1998)

Electronic Research Announcements of the American Mathematical Society [electronic only]

Homotopy invariance of twisted higher signatures on manifolds with boundary

éric Leichtnam, Paolo Piazza (1999)

Bulletin de la Société Mathématique de France

Homotopy theory of Hopf Galois extensions

Christian Kassel, Hans-Jürgen Schneider (2005)

Annales de l'institut Fourier

We introduce the concept of homotopy equivalence for Hopf Galois extensions and make a systematic study of it. As an application we determine all $H$ -Galois extensions up to homotopy equivalence in the case when $H$ is a Drinfeld-Jimbo quantum group.

Homotopy type of automorphism groups of manifolds

W. Balcerak, B. Hajduk (1981)

Colloquium Mathematicae

Homotopy type of Euclidean configuration spaces

Salvatore, Paolo (2001)

Proceedings of the 20th Winter School "Geometry and Physics"

Let $F (ℝ^{n}, k)$ denote the configuration space of pairwise-disjoint $k$ -tuples of points in $ℝ^{n}$ . In this short note the author describes a cellular structure for $F (ℝ^{n}, k)$ when $n \geq 3$ . From results in [F. R. Cohen, T. J. Lada and J. P. May, The homology of iterated loop spaces, Lect. Notes Math. 533 (1976; Zbl 0334.55009)], the integral (co)homology of $F (ℝ^{n}, k)$ is well-understood. This allows an identification of the location of the cells of $F (ℝ^{n}, k)$ in a minimal cell decomposition. Somewhat more detail is provided by the main result here,...

We employ the notion of the universal differential calculus to propose yet another approach to the Hopf-type cohomology of Hopf algebras.

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Homotopical Linking and Morse Index estimates in Min-max Theroems.

Homotopie des espaces de concordances

Homotopien von Untermannigfaltigkeiten mit nicht ausgearteter zweiter Fundamentalform

Homotopie-Typ hochzusammenhängender ?-Manigfaltigkeiten.

Homotopy algebras via resolutions of operads

Homotopy and Homology Vanishing Theorems and the Stability of Stochastic Flows.

Homotopy classes of elliptic transmission problems over $C^{*}$ -algebras.

Homotopy Classification of Equivariant Regular Sections.

Homotopy classification of regular sections

Homotopy invariance of relative eta-invariants and $C^{*}$ -algebra $K$ -theory.

Homotopy invariance of twisted higher signatures on manifolds with boundary

Homotopy theory of Hopf Galois extensions

Homotopy type of automorphism groups of manifolds

Homotopy type of Euclidean configuration spaces

Hopf maps, lowest Landau level, and fuzzy spheres.

Hopf-bifurcation in systems with spherical symmetry. I: Invariant tori.

Hopf-type Cyclic Cohomology via the Karoubi Operator

Horizontal forms on jet bundles.

Horizontal lifts and foliations

Horizontal lifts of tensor fields and connections to the tangent bundle of higher order

Currently displaying 161 – 180 of 211