DergiPark (Istanbul University) · 2013 · 16 citations · 10 references
Natural SciencesMathematicsDifferential EquationsApproximation AlgorithmsApproximation MethodsInverse ProblemsInverse Problems In MechanicsNumerical AlgorithmsNumerical Methods For Differential EquationsComputational Inverse ProblemsElliptic Partial Differential EquationsInverse Problem TheoryInverse Problems In Partial Differential EquationsNeumann Boundary ConditionsNeumann ProblemsOperator SemigroupsSemigroup Theory
This paper is devoted to the approximation of inverse Bitzadze-Samarsky problem for abstract elliptic differential equations with Neumann conditions. The presentation uses general approximation scheme and is based on C₀-semigroup theory and a functional analysis approach.
10
On approximation of holomorphic semigroups
Sergey Piskarev · 1979 · 28 citations
Natural Sciences, Computational Engineering, Dynamical Systems +6