| ISBN13: | 9783031857423 |
| ISBN10: | 3031857429 |
| Kötéstípus: | Keménykötés |
| Terjedelem: | 443 oldal |
| Méret: | 235x155 mm |
| Nyelv: | angol |
| Illusztrációk: | 5 Illustrations, black & white; 28 Illustrations, color |
| 700 |
Analysis, Approximation, Optimization: Computation and Applications
EUR 160.49
Kattintson ide a feliratkozáshoz
This contributed volume is dedicated to Academician Gradimir V. Milovanović on his 75th birthday and contains recent results in the fields of approximation theory, numerical analysis, mathematical analysis, optimization theory, and various applications of an interdisciplinary character.
Most of these results were presented in person during an International Conference “Analysis, Approximations and Applications" (AAA2023), organized by the Faculty of Science, University of Kragujevac in Vrnjačka Banja, Serbia (June 21-24, 2023).
This book is intended for researchers and students of mathematics and other computational and applied sciences.
This book provides surveys of state of the art results in the fields of Extremal Problems, Optimization and Calculus of Variations; Orthogonal Systems and Quadrature Formulas; Differential and Integral Equations, Integral Transforms and Operation Calculus; Analytic Number Theory and Special Functions; Real and Complex Functions, Sequences, Series, Approximations and Expansions; Functional Analysis, Operator Theory, Fixed Point Theory and Iterative Processes, as well as in Miscellaneous Applications.
This contributed volume is dedicated to Academician Gradimir V. Milovanović on his 75th birthday and contains recent results in the fields of approximation theory, numerical analysis, mathematical analysis, optimization theory, and various applications of an interdisciplinary character.
Most of these results were presented in person during an International Conference “Analysis, Approximations and Applications" (AAA2023), organized by the Faculty of Science, University of Kragujevac in Vrnjačka Banja, Serbia (June 21-24, 2023).
This book is intended for researchers and students of mathematics and other computational and applied sciences.
This book provides surveys of state of the art results in the fields of Extremal Problems, Optimization and Calculus of Variations; Orthogonal Systems and Quadrature Formulas; Differential and Integral Equations, Integral Transforms and Operation Calculus; Analytic Number Theory and Special Functions; Real and Complex Functions, Sequences, Series, Approximations and Expansions; Functional Analysis, Operator Theory, Fixed Point Theory and Iterative Processes, as well as in Miscellaneous Applications.
Part I Introduction.- Chapter 1 The Life Path and Scientific Career of Academician Professor
Gradimir V. Milovanovic.- Part II Contributed Chapters.- Chapter 2 Shift-Invariant Subspaces of Sobolev Spaces and Shift-Preserving Operators.- Chapter 3 Multicriteria Model with a Dominant Criterion in Satisfaction and Non-Satisfaction.- Chapter 4 Enhanced Averaged Quadrature Rules with Application to Error Estimation.- Chapter 5 A Curious Hypergeometric Identity and Perfectness of Meixner–Sorokin System of Weights.- Chapter 6 On Reverse Triangle Inequality and some its Applications.- Chapter 7 Classical Karamata Theory of Regular Variability and the Index Function Operator.- Chapter 8 A note on Laguerre Truncated Polynomials and Quadrature
Formula.- Chapter 9 An Optimal Quadrature Formula with Derivative in the Hilbert Space.- Chapter 10 Dynamics of Operators on the Space of Radon Measures.- Chapter 11 Error Estimates of Gaussian-type Quadratures – A Survey.- Chapter 12 Partitions and Automorphisms of Finite Kurepa Trees.- Chapter 13 Karamata’s Theory, Asymptotic Relations and the Generalized Inverse.- Chapter 14 Optimal Solutions of System of ( ---- , ----)-Hilfer FDEs via Best
Proximity Point using MNC.- Chapter 15 Iterative Methods for the Inclusion of the Inverse Matrix.- Chapter 16 The Optimal Quadrature Formula for the Approximate Calculation of Fourier Coefficients in the Space f----2 (2,1) of Periodic Functions.- Chapter 17 On Almost Deferred Sequence Spaces Defined by Infinite Matrix.- Chapter 18 Certain Classes of Combinatorial Polynomials Involving (Inverse) Binomial Coefficients with their Applications.- Chapter 19 The Finite Difference Method for Solution of Parabolic Problem with Time-Dependent Coefficients.- Chapter 20 Quadrature Rules for Trigonometric Polynomials.- Chapter 21 A Boubaker Collocation Method to Solve the Single Degree of Freedom System.- Chapter 22 New Multiplicative Method of Multicriteria Analysis.