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首页> 外文期刊>Hadronic Journal >REINTERPRETATION OF THE LORENTZ 'LOCAL AND TRUE' TIMES WITHIN NON-RECIPROCAL VELOCITIES
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REINTERPRETATION OF THE LORENTZ 'LOCAL AND TRUE' TIMES WITHIN NON-RECIPROCAL VELOCITIES

机译：在非定律速度内对洛伦茨“真实时间”的重新解释

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The central concept of relativity theory is relative velocity. The velocity of material body is not an intrinsic property of a body; it depends on a free choice of a reference body, it is reference-dependent. Besides the reference-dependence, the velocity is non-unique if and only if it is defined by means of the Lorentz boost. Lorentz boost is generated by bivector and not by velocity vector. For initial and final vectors the generating bivector is non-unique. The velocity between two-body system defined in terms of the Lorentz boost does not exists without a choice of the measuring third body. The relative velocity given by the Lorentz boost is ternary given uniquely by ordered triple of time-like vectors, i.e. is dependent on the measurement by the third body-the reality is the measurement. The choice of the third body is the choice of his stabiliser non-normal subgroup, i.e. the choice of rotation non-normal subgroup of the Lorentz group. This necessarily extort non-uniqueness of the boost in the quotient loop (quasi-group with unit) of the Lorentz group modulo non-unique rotation subgroup, and leads to non-associative composition of velocities. There is the conceptual challenge to symmetry-based and measurements-based relativity theory. Namely, the group-free and symmetry-free rival theory where the velocity is postulated to be binary given uniquely by ordered pair of time-like bodies, extorting the associative composition. However binary velocity must necessarily be non-reciprocal due to the relativity of simultaneity and due to the finite radiation-speed. This rival challenge pick up the philosophical path from the relativity of measurements to human-free absolute reality World, so much advocated by Max Karl Ernst Planck since 1924. In the present note the relativity of simultaneity and relativity of time dilation are examined postulating non-reciprocal velocities within Lorentz-group-free rival theory.
机译：相对论的中心概念是相对速度。物质的速度不是物体的固有特性，它是物体的固有特性。它取决于参考机构的自由选择，它取决于参考。除了参考相关性之外，当且仅当通过洛伦兹提升来定义速度时，速度才是唯一的。洛伦兹提升是由bivector生成的，而不是由速度矢量生成的。对于初始向量和最终向量，生成的双向量是不唯一的。如果不选择测量的第三体，就不会存在根据洛伦兹增强法定义的两体系统之间的速度。洛伦兹助推器给出的相对速度是由三阶时间样矢量唯一地三元给出的，即取决于第三体的测量-实际就是测量。第三身体的选择是其稳定器非正常子组的选择，即洛伦兹组旋转非正常子组的选择。这必然会在洛伦兹群模非唯一旋转子群的商环（准单位的群）中增强boost的非唯一性，并导致速度的非关联组成。基于对称性和基于测量的相对论存在概念上的挑战。即，无速度和无对称的竞争理论，其中速度被假定为由有序的一对时态物体唯一地给定的二元，从而破坏了联系的组成。然而，由于同时性的相对性和有限的辐射速度，二进制速度必须是不可逆的。这项挑战是从测量的相对性到无人类的绝对现实世界的哲学之路，这是马克思·恩斯特·普朗克（Max Karl Ernst Planck）自1924年以来大力倡导的。洛伦兹无群竞争理论中的相互速度。

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