On a boundary value problem for an equation of the type of non-stationary filtration
For an equation of the type of porous media equation the Cauchy-Dirichlet and Cauchy-Neumann problems are considered. The existence and uniqueness results in the case of initial and boundary data are given.
% We study the large time behaviour of entropy solutions of the Cauchy problem for a possibly degenerate nonlinear diffusion equation with a nonlinear convection term. The initial function is assumed to have bounded total variation. We prove the convergence of the solution to the entropy solution of a Riemann problem for the corresponding first order conservation law.
The Wrocław Branch of the Polish Mathematical Society organizes in 2019 the 53rd edition of the competition aimed at promoting (dissemination, encouraging practising, showing meaning) among students of the theory of probability and applications of mathematics. At the same time, the competition promotes young mathematicians obtaining original theoretical results from probability studies, or results applied in other disciplines of science than mathematics, such as economy, engineering sciences, science,...
The Wrocław Branch of the Polish Mathematical Society organizes in 2017 & 2018 the 51st and 52nd editions of the competition aimed at promoting (dissemination, encouraging practicing, showing meaning) among students of the theory of probability and applications of mathematics. At the same time, the competition promotes young mathematicians obtaining original theoretical results from probability studies, or results applied in other disciplines of science than mathematics, such as economy, engineering...
In the 2016/17 academic year, for the second time, a poster design contest promoting the competition for "The best work in the theory of probability and applications of mathematics" was organized.
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