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Special cases of the planar least gradient problem
- Speaker(s)
- Piotr Rybka
- Date
- April 14, 2016, 12:30 p.m.
- Room
- room 4060
- Seminar
- Seminar of Mathematical Physics Equations Group
We study the least gradient problem in two special cases:
1) the natural boundary conditions are imposed on a part of the stricly convex domain;
or
2) the Dirichlet type data are imposed on a boundary of a rectangle.
We show existence of solutions and study properties of solution for special cases of the data.
1) the natural boundary conditions are imposed on a part of the stricly convex domain;
or
2) the Dirichlet type data are imposed on a boundary of a rectangle.
We show existence of solutions and study properties of solution for special cases of the data.
