带电事件的动力学
Dynamics of Charged Events
摘要：
在三维时空中，磁源的世界体积是一个点，一个事件。我们把这个事件看作是一个携带通量的粒子从额外维度撞击的印记，从而使它具有动力学性质。这可以推广到更高的时空维度和扩展事件。我们展示了事件存在的普遍可观察的后果，并认为事件与粒子或膜一样重要。我们解释了事件如何出现在M理论中的膜的世界体积，并在超导约瑟夫森结。
英文摘要：
In three spacetime dimensions the worldvolume of a magnetic source is a single point, an event. We make the event dynamical by regarding it as the imprint of a flux-carrying particle impinging from an extra dimension. This can be generalized to higher spacetime dimensions and to extended events. We exhibit universal observable consequences of the existence of events and argue that events are as important as particles or branes. We explain how events arise on the worldvolume of membranes in M theory, and in a Josephson junction in superconductivity.
机构、总结、中文摘要均由AI分析而来，可能存在错误，请以论文正文为准。
