This graduate-level introduction is devoted to the mathematics needed for the modern approach to boundary value problems.Hinweis: Dieser Artikel kann nur an eine deutsche Lieferadresse ausgeliefert werden.
VOLUME I. Preface to the classics edition Preface 1. The Green's function 2. Introduction to linear spaces 3. Linear integral equations 4. Spectral theory of second-order differential operators Appendix A. Static and dynamic problems for dtrings and membranes Static and fynamic problems for beams and plates The equation of heat conduction Appendix B. Bessel functions Wronskian Relationships The modified Bessel function The behavior of cylinder functions at zero and at infinity Index. VOLUME II. Preface to the classics edition Preface 5. Distributions and generalized solutions 6. Potential theory 7. Equations of evolution 8. Variational and related methods Appendix A. Spherical harmonics Appendix B. Asymptotic expansions Suggested additional readings Index.
VOLUME I. Preface to the classics edition Preface 1. The Green's function 2. Introduction to linear spaces 3. Linear integral equations 4. Spectral theory of second-order differential operators Appendix A. Static and dynamic problems for dtrings and membranes Static and fynamic problems for beams and plates The equation of heat conduction Appendix B. Bessel functions Wronskian Relationships The modified Bessel function The behavior of cylinder functions at zero and at infinity Index. VOLUME II. Preface to the classics edition Preface 5. Distributions and generalized solutions 6. Potential theory 7. Equations of evolution 8. Variational and related methods Appendix A. Spherical harmonics Appendix B. Asymptotic expansions Suggested additional readings Index.
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