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4 questions
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About extensions between morphisms on the multiplier algebra
Let $A$ be a non-degenerate algebra and let $\Delta: A \to M(A \otimes A)$ be a non-degenerate morphism. We can extend the algebra morphism
$$\iota \otimes \Delta: M(A \otimes A) \to M(A \otimes A \...
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Non-degeneracy of comultiplication (multiplier Hopf algebras)
Consider the following fragment from the paper "Multiplier Hopf-algebras" by Van Daele.
Can someone explain how the coassociativity in definition 2.2 (ii) and the requirement $(\Delta \...
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Antipode on a multiplier Hopf-algebra
Probably an easy question, but here goes:
I'm reading the paper Multiplier Hopf algebras by Van Daele.
Let $(A, \Delta)$ be a multiplier Hopf algebra. Let $L(A), R(A), M(A)$ be the left, right and ...
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Definition of multiplier bialgebra
Consider the following fragments from "An invitation to quantum groups and duality" by Timmerman:
Question: In remark 2.1.6 (ii), it is stated that the homomorphism $\Delta\otimes \text{id}:...