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Charles Walterematical physics with some background in differential geometry and algebraic topology, but some sections may need a slightly more sophisticated background. I hope these notes fill a gap between undergraduate coursework and current research at the cutting edge of the field. The notes certainly do notGRATE 发表于 2025-3-28 00:06:04
Stuart Kauffman M. D.ematical physics with some background in differential geometry and algebraic topology, but some sections may need a slightly more sophisticated background. I hope these notes fill a gap between undergraduate coursework and current research at the cutting edge of the field. The notes certainly do notIngredient 发表于 2025-3-28 02:47:54
A. Babloyantzity as sum over spacetimes”, Lect. Notes Phys. .. Springer, Heidelberg, 2010). After an informal axiomatic introduction into the conceptual foundations of Regge‘s approach the . recalls the concepts and notations used. It presents the fundamental zero-infinity law of stochastic geometry and the cons种属关系 发表于 2025-3-28 06:34:43
David Garfinkel,Lillian Garfinkel,William Terrell Moore action for general relativity as a consequence of gauge theory for quantum tensor fields. Section 1.4 briefly deals with the unimodular variants. Section 1.5 arrives at noncommutative geometry. I am convinced that, if this is to play a role in quantum gravity, commutative and noncommutative manifol使混合 发表于 2025-3-28 14:25:53
Douglas S. Riggs M.D.ematical physics with some background in differential geometry and algebraic topology, but some sections may need a slightly more sophisticated background. I hope these notes fill a gap between undergraduate coursework and current research at the cutting edge of the field. The notes certainly do not