Titlebook: Vertex Operators in Mathematics and Physics; Proceedings of a Con J. Lepowsky,S. Mandelstam,I. M. Singer Conference proceedings 1985 Spring

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書目名稱Vertex Operators in Mathematics and Physics讀者反饋




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artless

Monodromy, Solitons and Infinite Dimensional Lie Algebras cover an outline of the development that might be of some interest to the people working in vertex operators and related areas. Some more details can be found in several review articles [1], [2] as well as in the original papers [3], [4].

蘆筍

The Riemann-Hilbert Decomposition and the KP Hierarchy which is holomorphic and invertible on C, find the decomposition of H(ζ) into a product of matrix functions, X.(ζ) . where X.(ζ) (resp. X.(ζ)) is holomorphic and invertible in the inner (resp. outer) domain of C.”

陰郁

Massive Kaluza-Klein Theories and Bound States in Yang-Mills the most fundamental use of symmetry transformations in quantum field theory is that the particle spectrum, the physical states of the system, usually form linear multiplets, i.e. carry a representation of the global invariance group.

ROOF

Introduction to String Models and Vertex OperatorsMy aim in this talk is to give a very brief and qualitative outline of string models (or dual-resonance models) and to indicate how vertex operators appear in such models. The basic idea is that the fundamental objects of the theory instead of being point-like, as they are in most other theories, are string-like..

IRATE

An Introduction to Polyakov’s String ModelThis talk is an introduction to Polyakov’s string model. The objective is to demonstrate how the Liouville field theory enters into the string model. Thorn Curtright will discuss the quantum Liouville theory in the next talk.

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