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Electromagnetic Forces in the Complex-octonion Curved Space

机译:复张曲曲面空间中的电磁力

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J. C. Maxwell applied the quaternion analysis to describe the electromagnetic theory. While A. Einstein depicted the gravitational theory by means of the tensor analysis and curved Four-spacetime. At present the scholars research the electromagnetic and gravitational features, making use of the complex-quaternion/octonion curved space. It is capable of defining the parallel translation and covariant derivative of the complex-octonion curved space, by means of the orthogonality of two complex octonions, depicting simultaneously the electromagnetic and gravitational features in the complex-octonion curved space. The study reveals that the connection coefficient and curvature of the complex-octonion curved space have an influence on the field strength and field source of the electromagnetic and gravitational fields, impacting the angular momentum, torque, and force, especially the electromagnetic force in the curved space.
机译:J. C. Maxwell应用了四元数分析来描述电磁理论。虽然A.爱因斯坦通过张量分析和弯曲的四个时刻描绘了引力理论。目前学者研究了电磁和引力特征,利用复杂的四元数/八环曲线空间。它能够通过两个复杂的辛膜的正交性地描述复杂octonion曲线的平行平移和协调衍生物,其同时描绘复合呼吸棘轮空间中的电磁和重力特征。该研究表明,复合呼吸型弯曲空间的连接系数和曲率对电磁和重力场的场强和场源产生影响,影响角动量,扭矩和力,尤其是弯曲的电磁力空间。

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