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- catalog contributor b10976561.
- catalog created "c1998.".
- catalog date "1998".
- catalog date "c1998.".
- catalog dateCopyrighted "c1998.".
- catalog description "Ch. 1. Wightman axioms and vertex algebras. 1.1. Wightman axioms of a QFT. 1.2. d = 2 QFT and chiral algebras. 1.3. Definition of a vertex algebra. 1.4. Holomorphic vertex algebras -- Ch. 2. Calculus of formal distributions. 2.1. Formal delta-function. 2.2. An expansion of a formal distribution a(z,w) and formal Fourier transform. 2.3. Locality of two formal distributions. 2.4. Taylor's formula. 2.5. Current algebras. 2.6. Conformal weight and the Virasoro algebra. 2.7. Formal distribution Lie superalgebras and conformal superalgebras. 2.8. Conformal modules and modules over conformal superalgebras. 2.9. Representation theory of finite conformal algebras. 2.10. Associative conformal algebras and the general conformal algebra.".
- catalog description "Includes bibliographical references (p. 193-197) and index.".
- catalog extent "vi, 201 p. ;".
- catalog hasFormat "Vertex algebras for beginners.".
- catalog identifier "082181396X (pbk. : alk. paper)".
- catalog isFormatOf "Vertex algebras for beginners.".
- catalog isPartOf "University lecture series (Providence, R.I.) ; 10.".
- catalog isPartOf "University lecture series, 1047-3998 ; v. 10".
- catalog issued "1998".
- catalog issued "c1998.".
- catalog language "eng".
- catalog publisher "Providence, R.I. : American Mathematical Society,".
- catalog relation "Vertex algebras for beginners.".
- catalog subject "512/.55 21".
- catalog subject "Mathematical physics.".
- catalog subject "QC174.52.O6 K33 1998".
- catalog subject "Quantum field theory.".
- catalog subject "Vertex operator algebras.".
- catalog tableOfContents "Ch. 1. Wightman axioms and vertex algebras. 1.1. Wightman axioms of a QFT. 1.2. d = 2 QFT and chiral algebras. 1.3. Definition of a vertex algebra. 1.4. Holomorphic vertex algebras -- Ch. 2. Calculus of formal distributions. 2.1. Formal delta-function. 2.2. An expansion of a formal distribution a(z,w) and formal Fourier transform. 2.3. Locality of two formal distributions. 2.4. Taylor's formula. 2.5. Current algebras. 2.6. Conformal weight and the Virasoro algebra. 2.7. Formal distribution Lie superalgebras and conformal superalgebras. 2.8. Conformal modules and modules over conformal superalgebras. 2.9. Representation theory of finite conformal algebras. 2.10. Associative conformal algebras and the general conformal algebra.".
- catalog title "Vertex algebras for beginners / Victor Kac.".
- catalog type "text".