Title Statements
- Full title :QUANTUM GROUPS IN THREE-DIMENSIONAL INTEGRABILITY
Edition Statements
- Publication Date:2022.
Publication Statements
- Publisher(s):Springer
- Place of Publication:S.l
- Language:eng
- Publication Date:2022.
The Physical Object
- Description:1 online resource
Edition Identifiers
- ISBN:9789811932625, 981193262X
- oclc:on1346152895
- LC Classification:QC19.2-20.85
- Dewey Decimal:512.55
Table of Contents
Intro -- Preface -- Contents -- 1 Introduction -- 1.1 Quantum Integrability in Two Dimensions -- 1.2 Quantization: Introducing the Third Dimension -- 1.3 Quantized Coordinate Ring -- 1.4 Compatibility: Tetrahedron, 3D Reflection and upper F 4F4 Equations -- 1.5 Feedback to 2D -- 1.6 Layout of the Book -- 2 Tetrahedron Equation -- 2.1 3D MathID3R -- 2.2 Tetrahedron Equation of Type MathID35RRRR=RRRR -- 2.3 3D MathID71L -- 2.4 Tetrahedron Equation of Type MathID97RLLL = LLLR -- 2.5 Quantized Yang-Baxter Equation -- 2.6 Tetrahedron Equation of Type MathID140MMLL=LLMM -- 2.7 Bibliographical Notes and Comments -- 3 3D upper RR From Quantized Coordinate Ring of Type A -- 3.1 Quantized Coordinate Ring upper A Subscript q Baseline left parenthesis upper A Subscript n minus 1 Baseline right parenthesisAq(An-1) -- 3.2 Representation Theory -- 3.3 Intertwiner for Cubic Coxeter Relation -- 3.4 Explicit Formula for 3D upper RR -- 3.5 Solution to the Tetrahedron Equations -- 3.5.1 upper R upper R upper R upper R equals upper R upper R upper R upper RRRRR=RRRR Type -- 3.5.2 upper R upper L upper L upper L equals upper L upper L upper L upper RRLLL=LLLR Type -- 3.5.3 upper M upper M upper L upper…
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