Titlebook: Quantum Groups and Noncommutative Geometry; Yuri I. Manin Textbook 2018Latest edition Springer Nature Switzerland AG 2018 quantum groups.H

Antigen

Theo Raedschelders,Michel Van den Berghds of East African origin. In so doing, China commenced its own tradition of exchange with East Africa—one that was conducted on a somewhat lower but nonetheless comparable scale with the preexistent and more direct trade pursued by merchants hailing from the various contemporary countries of the Ar

cringe

CLAIM

intrigue

https://doi.org/10.1007/978-3-319-97987-8quantum groups; Hopf algebras; Tanaka-Krein; coalgebras; bialgebras; monoidal categories; noncommutative g

熱心助人

額外的事

Quantum Groups and Noncommutative Geometry978-3-319-97987-8Series ISSN 2522-5200 Series E-ISSN 2522-5219

chastise

The Quantum Group ,e to imagine the ring . as a ring of (polynomial) functions on a space which is an object of noncommutative, or “quantum,” geometry. Morphisms of spaces correspond to ring homomorphisms in the opposite direction. For . and . fixed, the set . is also called the set of .-. defined by?..

dainty

Frobenius Algebras and the Quantum Determinant,e where this pairing is nonsymmetric for ., see [30]. This asymmetry is the reason why the quantum determinant considered in Example . might be noncentral.) The algebra . is called a . if, in addition, (c) ..

提名的名單

,Yang–Baxter Equations, the following prescription: represent each element . as a product of transpositions of neighbors and apply . instead of each .. Of course, such a decomposition is nonunique but the resulting linear operator does not depend on it.

pulmonary-edema

,The Tannaka–Krein Formalism and (Re)Presentations of Universal Quantum Groups,recisely, our goal is to convince the reader that, as long as one starts with a reasonable algebra ., the universal bi- and Hopf algebras . and . introduced in Chapters . and . are well-behaved objects.