论文标题
仪表功能和拉格朗日人的伽利亚不变性
Gauge Functions and Galilean Invariance of Lagrangians
论文作者
论文摘要
开发了一种使Lagrangians Galilean不变的新颖方法。该方法以零拉格朗日及其量规功能为基础，用于证明牛顿惯性法的拉格朗日的伽利略不变性。有人建议，这种旧物理问题的新解决方案可能对所有基于仪表的物理学理论具有影响和潜在应用。
A novel method to make Lagrangians Galilean invariant is developed. The method, based on null Lagrangians and their gauge functions, is used to demonstrate the Galilean invariance of the Lagrangian for Newton's law of inertia. It is suggested that this new solution of an old physics problem may have implications and potential applications to all gauge-based theories of physics.
