WebApr 10, 2024 · Abstract: It is possible to learn a lot about a group by studying how it acts on various metric spaces. One particularly interesting (and ubiquitous) class of groups are those that act nicely on negatively curved spaces, called hyperbolic groups. WebAbstract: I will present a joint work with Martin Li. Minimal surfaces with free boundary are natural critical points of the area functional in compact smooth manifolds with boundary. In this talk, I will describe a general existence theory for minimal surfaces with free boundary.
Boundary Work - Carlson - - Major Reference Works - Wiley Online Lib…
WebAbstract: Understanding fluids with small viscosity is one of the most fundamental problems in mathematical fluid dynamics. The problem remains open in general for domains with curved boundaries, due to boundary layers near the boundary and large vorticity in … WebJun 27, 2024 · A boundary is more than a simple line delineating one space from another; it is an entity with properties that demand a response if they are to be negotiated. Boundaries circumscribe a space that can be viewed objectively, or experienced subjectively, as a 'container'. For the uninitiated, this therapeutic container can be difficult to ... qsizepolicy example
Linear and nonlinear stability of the Blasius boundary layer
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