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- W968145113 abstract "It is shown how Quantum Gravity in D = 3 can be described by a W_inifnity Matrix Model in D = 1 that can be solved exactly via the Collective Field Theory method. A quantization of 4D Gravity can be attained via a 2D Quantum W_inifnity gauge theory coupled to an infinite-component scalar-multiplet ; i.e. the quantization of Einstein Gravity in 4D admits a reformulation in terms of a 2D Quantum W_inifnity gauge theory coupled to an infinite family of scalar fields. Since higher-spin W_inifnity symmetries are very relevant in the study of 2D W_inifnity Gravity, the Quantum Hall effect, large N QCD, strings, membranes, topological QFT, gravitational instantons, Noncommutative 4D Gravity, Modular Matrix Models and the Monster group, it is warranted to explore further the interplay among all these theories." @default.
- W968145113 created "2016-06-24" @default.
- W968145113 creator A5082970311 @default.
- W968145113 date "2007-07-01" @default.
- W968145113 modified "2023-10-16" @default.
- W968145113 title "4D Quantum Gravity via W_infinity Gauge Theories in 2D, Collective Fields and Matrix Models" @default.
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- W968145113 hasPublicationYear "2007" @default.
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