论文标题
重力量子场理论框架内的妊娠，纺纱动力学和电动力学
Gravidynamics, spinodynamics and electrodynamics within the framework of gravitational quantum field theory
论文作者
论文摘要
By noticing the fact that the charged leptons and quarks in the standard model are chirality-based Dirac spinors since their weak interaction violates maximally parity symmetry though they behave as Dirac fermions in electromagnetic interaction, we show that such a chirality-based Dirac spinor possesses not only electric charge gauge symmetry U(1) but also inhomogeneous spin gauge symmetry WS(1,3) = sp（1,3）$ \ rtimes $ w $^{1,3} $，揭示了重力和时空的性质。引力和旋转量规力分别由对称对称性$ W^{1,3} $和SP（1,3），以及具有全球平坦的Minkowski时空的双帧时空作为基础时空和本地平稳的空间时段，当时是通过紧张的gravigauge Field通过紧急的非communtive commutative commutantive communtive communtive。仔细讨论了重力量子场理论（GQFT）中的量规几何二元性和可误差性。在GQFT的框架内进行了对妊娠和纺纱动力学以及电动力学的详细分析和系统研究。在双帧时期进行了有关广义迪拉克方程和麦克斯韦方程以及爱因斯坦方程和旋转量规方程的完整讨论。特别分析了妊娠疗法作为一般相对论的扩展的新效果。证明了所有基本场的动态方程，以保留由于自旋量规对称性和新兴的通用线性对称性GL（1,3，R）而保留自旋量规协方差和一般坐标协方差，因此它们在任何旋转参考框架和运动参考框架中都自然地保持。
By noticing the fact that the charged leptons and quarks in the standard model are chirality-based Dirac spinors since their weak interaction violates maximally parity symmetry though they behave as Dirac fermions in electromagnetic interaction, we show that such a chirality-based Dirac spinor possesses not only electric charge gauge symmetry U(1) but also inhomogeneous spin gauge symmetry WS(1,3) = SP(1,3)$\rtimes$W$^{1,3}$, which reveals the nature of gravity and spacetime. The gravitational force and spin gauge force are governed by the gauge symmetries $W^{1,3}$ and SP(1,3), respectively, and a biframe spacetime with globally flat Minkowski spacetime as base spacetime and locally flat gravigauge spacetime as a fiber is described by the gravigauge field through emergent non-commutative geometry. The gauge-geometry duality and renormalizability in gravitational quantum field theory (GQFT) are carefully discussed. A detailed analysis and systematic investigation on gravidynamics and spinodynamics as well as electrodynamics are carried out within the framework of GQFT. A full discussion on the generalized Dirac equation and Maxwell equation as well as Einstein equation and spin gauge equation is made in biframe spacetime. New effects of gravidynamics as extension of general relativity are particularly analyzed. All dynamic equations of basic fields are demonstrated to preserve the spin gauge covariance and general coordinate covariance due to the spin gauge symmetry and emergent general linear group symmetry GL(1,3,R), so they hold naturally in any spinning reference frame and motional reference frame.
