This 1957 book was written to help physicists and engineers solve partial differential equations subject to boundary conditions.Hinweis: Dieser Artikel kann nur an eine deutsche Lieferadresse ausgeliefert werden.
Preface Introduction Part I. No Metric: 1. Geometry of function-space without a metric Part II. Positive-Definite Metric: 2. Geometry of function-space with positive-definite metric 3. The dirichlet problem for a finite domain in the Euclidean plane 4. The torsion problem 5. Various boundary value problems Part III. Indefinite Metric: 6. Geometry of function-space with indefinite metric 7. Vibration problems Note A. The torsion of a hollow square Note B. The Green's tensor or fundamental solution for the equilibrium of an anistropic elastic body Bibliography Index.
Preface Introduction Part I. No Metric: 1. Geometry of function-space without a metric Part II. Positive-Definite Metric: 2. Geometry of function-space with positive-definite metric 3. The dirichlet problem for a finite domain in the Euclidean plane 4. The torsion problem 5. Various boundary value problems Part III. Indefinite Metric: 6. Geometry of function-space with indefinite metric 7. Vibration problems Note A. The torsion of a hollow square Note B. The Green's tensor or fundamental solution for the equilibrium of an anistropic elastic body Bibliography Index.
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