Symmetric Monoidal Categories for Operads - Index of

300 Index
functors
in the enriched sense, §1.1.15
of symmetric monoidal categories over a base, §1.1.8
generating
Σ∗-objects, §§2.1.12-2.1.15
right modules over an operad, §§7.1.2-7.1.5
generating (acyclic) cofibrations
in a cofibrantly generated model category, §11.1.5
of algebras over an operad, §12.3.A
of dg-modules, §11.1.9
of right modules over an operad, §14.1.A
of Σ∗-objects, §11.4.A
of simplicial sets, §11.1.11
of topological spaces, §11.1.10
homology of algebras over operads, §13, §17.3
hom-objects
of a symmetric monoidal category over the base category, §1.1.12
of the category of Σ∗-objects, §2.1.11
of the category of right modules over an operad, §6.3
of the category of functors, §2.1.11
Kähler differentials, §4.4
module of Kähler differentials over an operad, §10.3
left modules over an operad, §3.2.9, §3.2.10, §9
extension of structures for, §3.3.6
free objects in, §3.2.13
functors associated to, §3.2.15
model category of, §12.3
restriction of structures for, §3.3.6
Lie operad, §3.1.8
algebras over the Lie operad, §3.2.4
(co)homology of algebras over the Lie operad, §13.1.5, §17.3.5
enveloping algebra of algebras over the Lie operad, §4.3.7, §§10.2.5-10.2.7
Kähler differentials of algebras over the Lie operad, §4.4.7, §§10.3.4-10.3.5
representations of algebras over the Lie operad, §4.2.4
model category
of dg-modules, §11.1.9, §11.2
of modules over an associative dg-algebra, §§11.2.5-11.2.10
of right modules over an operad, §14.1
of Σ∗-objects, §11.4