论文标题
关于BONT-INFELD SOLITON的Björling问题
On the Björling problem for Born-Infeld solitons
论文作者
论文摘要
Björling问题及其解决方案是欧几里得三空间中最小表面的众所周知的结果。最小的表面方程类似于天生的污染方程，该方程在物理学中是自然研究的。在这篇半典范的文章中，我们向出生的雪橇犬提出了Björling问题的问题。这始于本地出生的攻击孤子表面的情况，然后转到图形表面。我们还提供了有关其表示公式的一些结果。
The Björling problem and its solution is a well known result for minimal surfaces in Euclidean three-space. The minimal surface equation is similar to the Born-Infeld equation, which is naturally studied in physics. In this semi-expository article, we ask the question of the Björling problem for Born-Infeld solitons. This begins with the case of locally Born-Infeld soliton surfaces and later moves on to graph-like surfaces. We also present some results about their representation formulae.
