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THE ALGEBRAIC FRAMEWORK OF THE FUNDAMENTAL INTERACTIONS

机译:基本相互作用的代数框架

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摘要

The fundamental interactions are identified through the spinor space that can be described by a tensor product of modules that may be identified with the division algebras. A theoretical basis for other experimentally detected forces in terms of the known forces is given. The scalar fifth force is attributed to the mediation of a particle arising from quantization with respect to the scale transformations in a coordinate-invariant model of gravity. Its nonlocality is represented through a Lagrangian that yields a nonconserved charge, and the range is estimated statistically through the interactions of strings.
机译:基本的相互作用是通过旋转空间来确定的,可以用除数代数确定的模块的张量积来描述。给出了根据已知力的其他实验检测力的理论基础。标量第五力归因于粒子的介导,该粒子是由于相对于重力的坐标不变模型中的尺度变换的量化而产生的。它的非局部性由产生非保守电荷的拉格朗日表示,并且该范围是通过弦的相互作用进行统计估计的。

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