• Ordinary Differential Equations  |  90914 To the course syllabus
• Numerical Analysis  |  90925 To the course syllabus

Books:

Approximation of Set-Valued Functions:  Adaptation of Classical Approximation Operators, (with N.Dyn, E.Farkhi), Imperial College Press, London, 2014.

Articles:

1. Metrically differentiable set-valued functions and their local linear approximants (with N.Dyn, E.Farkhi), 
Pure and Applied Functional Analysis, 10, 2025.         

2. The pointwise limit of metric integral operators approximating set-valued functions,
(with N.Dyn, E.Farkhi, E.Berdysheva), Applied Set-Valued Analysis and Optimization, 7, 2025.

3. Metric approximation of set-valued functions of bounded variation by integral operators,
(with N.Dyn, E.Farkhi, E.Berdysheva), Constructive Approximation, 2024.

4. Higher order approximation of set-valued functions,
(with N.Dyn, E.Farkhi) , Constructive Approximation, 2022.

5. Metric Fourier Approximation of Set-Valued Functions of Bounded Variation, (with N.Dyn, E.Farkhi, E.Berdysheva),
Journal of Fourier Analysis and Applications  27, 2021.

6. Metric approximation of set-valued functions of bounded variation, (with N.Dyn, E.Farkhi, E.Berdysheva),
Journal of Computational and Applied Mathematics, 2019.

7. The metric integral of set-valued functions,
(with N.Dyn, E.Farkhi), Set-Valued and Variational Analysis, 2017.

8. Multi-Segmental Representations and Approximation of Set-Valued Functions with 1D Images,
(with N.Dyn, E.Farkhi), Journal of Approximation Theory 159, 2009.   

9. Approximation of Univariate Set-Valued Functions - an Overview, 
(with N.Dyn, E.Farkhi), Serdica Mathematical Journal 33 (4), 2007.

10. Approximations of Set-Valued Functions by Metric Linear Operators, 
(with N.Dyn, E.Farkhi), Constructive Approximation, 2007.

11. Approximations of Set-Valued Functions Based on the Metric Average  (with N.Dyn), Rendiconti di Mathematica e delle sue Applicazioni Series, 7, 2006.

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