| Description |
1 online resource (viii, 144 pages) : illustrations |
| Series |
Inverse and ill-posed problems series, 1381-4524 |
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Inverse and ill-posed problems series. 1381-4524
|
| Contents |
Contents -- Introduction -- 1. Conditionally well-posed problems and related questions -- 2. Problems and methods for their investigation -- 3. Denotation and terms -- 4. Some facts from the theory of matrices -- 5. Canonical (normal) forms of matrices -- 6. On solutions of system of algebraic equations -- 7. Relation between an arbitrary equation and a system of first-order ordinary differential equations. Green�s matrix -- Chapter 1. Construction of ill-posed problems for a system of the first order ODE |
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1.1. Correct problem statement for an arbitrary system of ODEThe first boundary-value problem -- 1.2. Problem on the ray t> 0 -- 1.3. Problem on the interval -- General boundary value problem -- 1.4. Problem statement. Analysis of boundary conditions -- 1.5. Linearization algorithm -- Chapter 2. Parabolic problems -- 2.1. Parabolic systems -- 2.2. Boundary-value problems -- 2.3. The first boundary-value problem -- 2.4. Mixed problem of heat and mass exchange -- Chapter 3. Hyperbolic equations -- 3.1. Hyperbolicity and mixed problem |
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3.2. Two-dimensional acoustic problem3.3. Linearized plane problem of gas dynamics -- Bibliography |
| Bibliography |
Includes bibliographical references (pages 139-144) |
| Notes |
Print version record |
| Subject |
Boundary value problems.
|
|
MATHEMATICS -- Calculus.
|
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MATHEMATICS -- Mathematical Analysis.
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Boundary value problems
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| Form |
Electronic book
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| ISBN |
9783110915518 |
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3110915510 |
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