Gravity Quantized In Dimension 4
DOI:
https://doi.org/10.24297/jap.v4i1.2048Keywords:
Gravity, Dimension 4Abstract
This is a sequel to the article 'A More or Less Well-Behaved Quantum Gravity Lagrangean in Dimension 4?' in Advanced Studies in Theoretical Physics, Torbrand Dhrif[6]. We give a simple Quantum Gravity Lagrangean that behaves well, up to the standards of particle physics. Feynman calculus for cross-sections, and the diagrams involved, should behave good. The action is naively renormalizable, has critical dimension and is invariant under scalings in dimension 4. It implies standard Einstein gravity for a massless graviton.
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MORETTE, C. AND CHOQUET-BRUHAT, Y.; Analysis, Manifolds and Physics, Vol. I and II, North-Holland(1977).
OKSENDAL, B. Introduction to Stochastic Calculus, Springer, many editions are available, such as (2000).
CHANDRASEKHAR, S.; The Mathematical Theory of Black Holes, Oxford Classic Texts, Clarendon Press,
Oxford(1992).
DeWITT, BRYCE; The Global Approach To Quantum Field Theory I and II, Oxford Science(2002-2003).
TORBRAND DHRIF, E.B.; Noncommutativity and Origins of String Theory, Authorhouse(2011).
TORBRAND DHRIF, E.B.; A More or Less Well-Behaved Quantum Gravity Lagrangean in Dimension 4?, Advanced
Studies in Theoretical Physics(2013).
TORBRAND DHRIF, E.B.; P-Branes, Grand Unified Theory and Holography, Advanced Studies in Theoretical
Physics(2013).
WITTEN, E., JEFFERYS, L., FREED, D., KHAZDAN, D. et al; Quantum Fields and Strings, A Course for Mathematicians,
I and II, American Mathematical Society(1999).
PESKIN, M. and SCHROEDER, D.; An Introduction to Quantum Field Theory; Westview Press(1995).
WEINBERG, S.; The Quantum Theory of Fields, I, II and III(2005).
HITCHIN, N.,HUGETT, S.A., MASON, L.J et al; The Geometric Universe, Oxford University Press(1998).
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