Page 1 Benoit Fresse Modules over Operads and Functors 2) Springer Page 2 Lecture Notes
in Mathematics 1967 Editors: J.-M. Morel, Cachan F. Takens, Groningen B. Teissier, Paris Page …

The main goal of this paper is to present a way to compute Quillen homology of operads.
The key idea is to use the notion of a shuffle operad we introduced earlier; this allows to …

Working in the context of symmetric spectra, we describe and study a homotopy completion
tower for algebras and left modules over operads in the category of modules over a …

Working in the context of symmetric spectra, we consider algebraic structures that can be
described as algebras over an operad O. Topological Quillen homology, or TQ-homology, is …

It is proven that the homotopy time-slice axiom for many types of algebraic quantum field
theories (AQFTs) taking values in chain complexes can be strictified. This includes the cases …

The Handbook of Homotopy Theory provides a panoramic view of an active area in
mathematics that is currently seeing dramatic solutions to long-standing open problems, and …

Cohomology operations are absolutely essential in making cohomology an effective tool for
studying spaces. In ordinary algebra, commutativity is an extremely useful property …

It is well known that under some general conditions right Bousfield localization exists. We
provide general conditions under which right Bousfield localization yields a monoidal model …

Higher homotopy excision and Blakers–Massey theorems for structured ring spectra -
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Given a filtration of a commutative monoid A in a symmetric monoidal stable model category
C, we construct a spectral sequence analogous to the May spectral sequence whose input is …