Approximate solution of inverse boundary problem for the heat conductivity equation by nonlinear method of projection regularity
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Inverse boundary problem is solved in the hypothesis that the required solution is a piecewise smooth function, estimates of above approximate solution are given. The estimates are considerably superior to the known estimates by the accuracy.
Operator equation, optimal method, error estimation, regularity, ill-posed problem
Короткий адрес: https://sciup.org/147158751
IDR: 147158751
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