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On the structure of space-time and linear evolution equations

机译:时空和线性演化方程的结构

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Let {T υ : υ ∈ [0,c)} the one-parameter semi-module of Lorentz op-erators on R 4 with infinitesimal generator T , where c is the constantspeed of light in vacuum. In this paper the space-time of special theoryof relativity is considered as affine and ordered vector space. We studythe topology of space-time and we consider the velocity differential evo-lution equationA ¢ y(υ) = f(υ) where f : [0,c) → R 4 is a givenfunction and the corresponding linear time differential evolution equa-tion, where A is the corresponding matrix of the infinitesimal generatorT.
机译:令{Tυ:υ∈[0,c)}为R 4上具有无穷小生成器T的Lorentz算子的一参数半模,其中c是真空中光的恒定速度。本文将狭义相对论的时空视为仿射和有序向量空间。我们研究了时空拓扑,并考虑了速度微分方程A e y(υ)= f(υ),其中f:[0,c)→R 4是一个给定函数,相应的线性时差演化方程为式中,A是无穷小生成器T的对应矩阵。

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