Symmetric Monoidal Categories for Operads - Index of

Index 303
semi-model category, §12.1
over a model category, §12.1.9
semi-model category of algebras over a cofibrant operad, §12.4
semi-model category of algebras over an operad, §12.3,
semi-model category of bimodules over operads, §14.3
semi-model category of left modules over an operad, §12.3
semi-model category of operads, §12.2
Σ∗-cofibrant objects, §11.4
Σ∗-cofibrations, §11.4
Σ∗-objects, §2
algebras over an operad in the category of, §3.2.9, §3.2.10, §9
composition product of, §2.2, §2.2.2
constant, §2.1.2
connected, §2.1.3
functors associated to, §2.1.1
generating, §§2.1.12-2.1.15
hom-objects of the category of, §2.1.11
model category of, §11.4
tensor product of, §§2.1.5-2.1.7
symmetric monoidal category, §1.1.2
of functors, §2.1.4
of right modules over an operad, §6.1
of Σ∗-objects, §§2.1.5-2.1.7
over a base, §1.1.2
symmetric monoidal categories over a base, §1.1.2
adjunction of, §1.1.8
enriched, §1.1.12
functors of, §1.1.8
natural transformations of, §1.1.8
reduced, §1.1.17
symmetric monoidal model category, §11.3.3
enriched, §11.3.4
of right modules over an operad, §14
of Σ∗-objects, §11.4
over a base, §11.3.3
symmetric sequences (also called Σ∗-objects), §2
tensor product
of Σ∗-objects, §§2.1.5-2.1.7
of right modules over an operad, §6.1