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Use coupon code “MARCH20” for a 20% discount on all items! Valid until 31-03-2025
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| Product ID: | 9789813221260 |
| Product Form: | Hardback |
| Country of Manufacture: | GB |
| Title: | Operator Functions And Operator Equations |
| Authors: | Author: Michael Gil' |
| Page Count: | 260 |
| Subjects: | Functional analysis and transforms, Functional analysis & transforms |
| Description: | Select Guide Rating This book is devoted to norm estimates for operator-valued functions of one and two operator arguments, as well as to their applications to spectrum perturbations of operators and to linear operator equations, i.e. to equations whose solutions are linear operators. Linear operator equations arise in both mathematical theory and engineering practice. The norm estimates suggested in the book have applications to the theories of ordinary differential, difference, functional-differential and integro-differential equations, as well as to the theories of integral operators and analytic functions. This book provides new tools for specialists in matrix theory and functional analysis. A significant part of the book covers the theory of triangular representations of operators that was developed by L de Branges, M S Brodskii, I C Gohberg, M G Krein, M S Livsic and other mathematicians.
This book is devoted to norm estimates for operator-valued functions of one and two operator arguments, as well as to their applications to spectrum perturbations of operators and to linear operator equations, i.e. to equations whose solutions are linear operators. Linear operator equations arise in both mathematical theory and engineering practice. The norm estimates suggested in the book have applications to the theories of ordinary differential, difference, functional-differential and integro-differential equations, as well as to the theories of integral operators and analytic functions. This book provides new tools for specialists in matrix theory and functional analysis. A significant part of the book covers the theory of triangular representations of operators that was developed by L de Branges, M S Brodskii, I C Gohberg, M G Krein, M S Livsic and other mathematicians. |
| Imprint Name: | World Scientific Publishing Co Pte Ltd |
| Publisher Name: | World Scientific Publishing Co Pte Ltd |
| Country of Publication: | GB |
| Publishing Date: | 2017-10-24 |
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