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Bojčuk, Aleksandr A. [Author]; Samojlenko, Anatolij M. [Author]

Generalized inverse operators : and Fredholm boundary-value problems - [2nd edition]

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  • Media type: E-Book
  • Title: Generalized inverse operators : and Fredholm boundary-value problems
  • Contains: Frontmatter -- -- Contents -- -- Preface -- -- Preface to the second edition -- -- Notation -- -- Chapter 1. Preliminary Information -- -- Chapter 2. Generalized Inverse Operators in Banach Spaces -- -- Chapter 3. Pseudoinverse Operators in Hilbert Spaces -- -- Chapter 4. Boundary-Value Problems for Operator Equations -- -- Chapter 5. Boundary-Value Problems for Systems of Ordinary Differential Equations -- -- Chapter 6. Impulsive Boundary-Value Problems for Systems of Ordinary Differential Equations -- -- Chapter 7. Solutions of Differential and Difference Systems Bounded on the Entire Real Axis -- -- Epilogue -- -- Bibliography -- -- Backmatter
  • Contributor: Bojčuk, Aleksandr A. [VerfasserIn]; Samojlenko, Anatolij M. [VerfasserIn]
  • imprint: Berlin; Boston: De Gruyter, [2016]
  • Published in: Inverse and ill-posed problems series ; 59
    De Gruyter eBook-Paket Mathematik
  • Issue: 2nd edition
  • Extent: 1 Online-Ressource (xvi, 296 Seiten)
  • Language: English
  • DOI: 10.1515/9783110378443
  • ISBN: 9783110378443
  • Identifier:
  • RVK notation: SK 620 : Operatortheorie,
  • Keywords: System von gewöhnlichen Differentialgleichungen > Fredholm-Operator > Inverser Operator > Randwertproblem
    System von gewöhnlichen Differentialgleichungen > Fredholm-Operator > Inverser Operator > Randwertproblem
  • Origination:
  • Footnote: In English
    Mode of access: Internet via World Wide Web
  • Description: The book is devoted to the theory of generalized inverses of operators in a Banach space and its applications to linear and weakly nonlinear boundary-value problems for various classes of functional-differential equations, including systems of ordinary differential and difference equations, systems of differential equations with delay, systems with impulse action, and integro-differential systems.