AI 中文总结
本文基于1908年春季未发表的手稿，重构闵可夫斯基用时空图与双曲线几何解释洛伦兹收缩的原始内容，展现其教育家与物理科学数学化推动者的形象，并评述他对爱因斯坦工作的解读及数学普及的语言运用。
AI 中文摘要
本文基于1908年春季未发表的手稿笔记，重构了赫尔曼·闵可夫斯基利用时空图与标准双曲线的圆锥曲线几何对相对论长度收缩的原始解释。该手稿笔记大概率反映了闵可夫斯基为面向物理与数学教师的讲座做的准备，展现了他既是教育家也是物理科学数学化推动者的形象。笔者还评述了他对爱因斯坦工作的解读，以及他在数学普及中对语言的运用。
英文摘要
Hermann Minkowski's original explanation of relativistic length contraction using a space-time diagram and conic section geometry of a standard hyperbola is reconstructed on the basis of unpublished manuscript notes dated to the spring of 1908. The manuscript notes likely reflect Minkowski's preparation of a lecture to physics and mathematics teachers. They reveal Minkowski as an educator as well as a promoter of a mathematization of the physical sciences. I also comment on his interpretation of Einstein's work and on the use of language in his popularization of mathematics.
Comments31 pp
