Analog of the Hadamard theorem and related extremal problems on the class of analytic functions
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Publication:2071601
DOI10.1134/S008154382106002XzbMath1483.30001OpenAlexW4205949028MaRDI QIDQ2071601
Publication date: 28 January 2022
Published in: Proceedings of the Steklov Institute of Mathematics (Search for Journal in Brave)
Full work available at URL: https://doi.org/10.1134/s008154382106002x
Cites Work
- Joint spectra of Toeplitz operators and optimal recovery of analytic functions
- Optimal recovery of a function analytic in a disk from its approximately given values on a part of the boundary
- Best approximation of the differentiation operator in the space \(L_2\) on the semiaxis
- Optimal recovery of operators, and related problems
- Uniform regularization of the problem of calculating the values of an operator
- Factorization theorems for different classes of analytic functions in multiply connected domains
- Representation of extremal functions in the classes \(E_q\) in terms of Green's and Neumann's functions
- Best approximation of functions specified with an error at a finite number of points
- Optimal recovery of functionals based on inaccurate data
- Best approximation of unbounded operators by bounded ones
- Best approximation of a differentiation operator on the set of smooth functions with exactly or approximately given Fourier transform
- Hadamard and Schwarz type theorems and optimal recovery in spaces of analytic functions
- Best approximation of linear operators
- Best approximations of functionals on certain sets
- Analytic functions in circular rings
- On optimal recovery methods in Hardy-Sobolev spaces
- Approximation of unbounded operators by bounded operators and related extremal problems
- Optimal recovery of linear operators in non-Euclidean metrics
- An analogue of the two-constants theorem and optimal recovery of analytic functions
- The Hardy-Littlewood-Pólya inequality for analytic functions in Hardy-Sobolev spaces
- A kernel associated with certain multiply connected domains and its applications to factorization theorems
- On the optimality of linear methods for operator approximation in convex classes of functions
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