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A-module Banach algebra Banach modules Begriffe bilinear Bodo Pareigis bounded linear maps Buch category Ban category H Cigler-Losert-Michor codomain commutative compact subset compact support complex Banach spaces complex Borel measures continuous unitary representation continuous with respect contracting linear maps Convenient Base Category convolution dual Banach spaces Duality E-linear enriched category theory f e Cq(G forgetful functor Friedrich Kasch functor property g e G G GL(X group algebra group G Group Representations H of Hilbert Hence Hewitt-Ross Hilbert spaces hom-objects hom-sets I-vectorspace internal hom Kapitel Kleisli A Convenient Koornwinder l/-functors Lecture Notes Let G locally compact group maps f measure algebra M(G measures on G Modules morphism mXYZ natural isomorphism objects projective tensorproduct Property T2 restriction to OX Ring Ringen second countable Section Semadeni symmetric monoidal category Theorem Topologische Raume unit ball 0X V-algebra V-category V-enriched functor V-functor Verlag Reinhard Fischer w*-topology on OX x e OX Zahlen