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Concept
Vertex Operator Algebra
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Summary
A
Vertex Operator Algebra
is an
Algebraic Structure
that encodes the
Symmetries of two-dimensional conformal field theories
, often used in
String Theory
and related areas. It provides a rigorous
Mathematical Framework
for the
Study of vertex operators
, which are central to the formulation of these theories and their associated
Representation Theory
.
Concepts
Conformal Field Theory
String Theory
Vertex Operator
Representation Theory
Modular Forms
Monstrous Moonshine
Rational Vertex Operator Algebra
Central Charge
Modular Invariance
Fusion Rules
Chiral Algebra
Affine Lie Algebra
Relevant Degrees
Algebra 67%
Mathematical Analysis 33%
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