论文标题
在拓扑托里上有大量关键点的规定图案
Patterns with prescribed numbers of critical points on topological tori
论文作者
论文摘要
我们研究了稳定的固定溶液在拓扑托里上的反应扩散问题的临界点的存在。稳定的非固定固定解决方案通常称为模式。我们构建拓扑托里和模式，这些图案具有大量的关键点，其位置是明确的。
We study the existence of critical points of stable stationary solutions to reaction-diffusion problems on topological tori. Stable nonconstant stationary solutions are often called patterns. We construct topological tori and patterns with prescribed numbers of critical points whose locations are explicit.
