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Mathematical Foundations of Quantum Field and Perturbative String Theory
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Mathematical Foundations of Quantum Field and Perturbative String Theory
Created on October 5, 2010 17:00:01 by
Toby Bartels
(64.89.53.46)
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Urs Schreiber
,
2-spectral triple
,
conformal field theory
,
(infinity,n)-category
,
(infinity,n)-category of cobordisms
,
string theory
,
higher category theory and physics
,
orientifold
,
FFRS-formalism
,
tmf
,
cobordism hypothesis
,
QFT with defects
,
Kalb-Ramond field
,
quantization
,
(1,1)-dimensional Euclidean field theories and K-theory
,
What is an elliptic object?
,
(2,1)-dimensional Euclidean field theories and tmf
,
Chern-Simons theory
,
dendroidal set
,
landscape of string theory vacua
,
spectral triple
,
Mathematical Foundations of Quantum Field and Perturbative String Theory
,
conformal net
,
Branislav Jurco
,
books and reviews in mathematical physics
,
Witten genus
,
books about string theory
,
holographic principle
,
type II string theory
,
Boardman-Vogt tensor product
,
geometry of physics
,
field (physics)
,
line 2-bundle
,
3-category of fermionic conformal nets