Symmetric Monoidal Categories for Operads - Index of

302 Index
Quillen
adjunction in a model category, §11.1.15
adjunction in a semi-model category, §12.1.8
equivalence in a model category, §11.1.15
equivalence in a semi-model category, §12.1.8
reduced symmetric monoidal categories over a base, §1.1.17
with regular tensor powers, §11.6
reflexive coequalizers, §1.2
in categories of algebras, §3.3
reflexive pairs of morphisms, §1.2
regulartensorpowers,§11.6
relative cell complexes, §11.1.6
relative composition product, §5.1.5, §9.2.4
homotopy invariance, §15.3
relative K-cell complexes, §15.3
relative L-cell complexes, §15.3
representations of algebras over operads, §4.2, §13
restriction of functors, §7.2.3
restriction of structures
of algebras over operads, §3.3.5
of bimodules over operads, §9.3
of left modules over operads, §3.3.6
of right modules over operads, §7.2, §7.2.1
right modules over an operad, §5, §5.1.1
connected, §5.1.4
constant, §5.1.4
extension of structures for, §7.2, §7.2.1
free, §7.1
functors associated to, §5.1.3
generating, §§7.1.2-7.1.5
hom-objects of the category of, §6.3
model category of, §14.1
restriction of structures for, §7.2, §7.2.1
tensor product of, §6.1