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首页> 外文OA文献 >On some equations concerning quantum electrodynamics coupled to quantum gravity, the gravitational contributions to the gauge couplings and quantum effects in the theory of gravitation: mathematical connections with some sector of String Theory and Number Theory
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On some equations concerning quantum electrodynamics coupled to quantum gravity, the gravitational contributions to the gauge couplings and quantum effects in the theory of gravitation: mathematical connections with some sector of String Theory and Number Theory

机译：关于量子电动力耦合量子引力的一些方程，

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摘要

This paper is principally a review, a thesis, of principal results obtained from various authoritative theoretical physicists and mathematicians in some sectors of theoretical physics and mathematics.udIn this paper in the Section 1, we have described some equations concerning the quantum electrodynamics coupled to quantum gravity. In the Section 2, we have described some equations concerning the gravitational contributions to the running of gauge couplings. In the Section 3, we have described some equations concerning some quantum effects in the theory of gravitation. In the Section 4, we have described some equations concerning the supersymmetric Yang-Mills theory applied in string theory and some lemmas and equations concerning various gauge fields in any non-trivial quantum field theory for the pure Yang-Mills Lagrangian. Furthermore, in conclusion, in the Section 5, we have described various possible mathematical connections between the argument above mentioned and some sectors of Number Theory and String Theory, principally with some equations concerning the Ramanujan’s modular equations that are related to the physical vibrations of the bosonic strings and of the superstrings, some Ramanujan’s identities concerning π and the zeta strings.ud
机译：本文主要是对理论物理学和数学某些领域的各种权威理论物理学家和数学家的主要结果的综述和论文。 ud在本文的第1节中，我们描述了一些与量子电动力学耦合的方程量子引力。在第2节中，我们描述了一些有关重力对轨距联轴器运行的影响的方程。在第3节中，我们描述了一些与引力理论中的量子效应有关的方程。在第4节中，我们描述了有关应用于弦论的超对称Yang-Mills理论的一些方程式，以及关于纯Yang-Mills Lagrangian的任何非平凡量子场论的一些引理和方程式，其中涉及各种规范场。此外，作为总结，在第5节中，我们描述了上述论点与数论和弦论的某些领域之间的各种可能的数学联系，主要是有关拉曼努扬模方程的一些方程，这些方程与拉曼努扬的模态振动有关。 Bosonic弦和超弦中，一些Ramanujan关于π和zeta弦的身份。 ud

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    Nardelli Michele;

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  • 年度 2010
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  • 原文格式 PDF
  • 正文语种 {"code":"en","name":"English","id":9}
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