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Free Products of C ∗ -Algebras

Transactions of the American Mathematical Society, 1982
Small ("spatial") free products of C*-algebras are constructed. Under certain conditions they have properties similar to those proved by Paschke and Salinas for the algebras C,*(GI * G2) where G1, G2 are discrete groups. The freeproduct analogs of noncommutative Bernoulli shifts are discussed. 0. Introduction. Let K be a field. Consider the category of
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Free Product Systems

2011
Finding dilations of Markov semigroups to cocycle perturbations of noises is a fundamental problem of quantum probablity and quantum dynamics. A noise is hereby a reversible quantum dynamics with a filtration that is independent in some notion of quantum independence. The noise is a dilation of the trivial Markov semigroup; the scope is turning it into
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Loop products and loop-free products

Acta Cybern., 1987
This is a highly technical continuation of the paper by the author and \textit{J. Virágh} [ibid. 7, 299-311 (1986; Zbl 0621.68039)] the knowledge of which is supposed.
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Free Product Hoops

2023
Francesco Manfucci, Sara Ugolini
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Recent strategies for tackling the problems in gluten-free diet and products

Critical Reviews in Food Science and Nutrition, 2022
İlkem Demirkesen, Berrin Ozkaya
exaly  

Formation of Maillard reaction products in a model bread system of different gluten-free flours

Food Chemistry, 2023
Sylwia Mildner-Szkudlarz   +2 more
exaly  

Commutators in Free Products

Journal of the London Mathematical Society, 1962
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Free Products of Groups

American Journal of Mathematics, 1948
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Simple Free Products

Journal of the London Mathematical Society, 1953
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