| Description |
1 online resource (228 pages) |
| Series |
De Gruyter Expositions in Mathematics ; v. 6 |
|
De Gruyter expositions in mathematics.
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| Contents |
Introduction; Chapter I Homogeneous functions, Fourier transformation, and contact structures; 1. Integration on manifolds; 2. Analysis on RPn and smooth homogeneous functions on R*n+1; 3. Homogeneous and formally homogeneous distributions; 4. Fourier transformation of homogeneous functions; 5. Homogeneous symplectic and contact structures; 6. Functorial properties of the phase space and local representation of Lagrangian manifolds. The classification lemma; Chapter II Fourier-Maslov operators; 1. Maslov's canonical operator (R*-equivariant theory); 2. Fourier-Maslov integral operators |
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3. Singularities of hyperbolic equations examples and applications; Chapter III Applications to differential equations; 1. Equations of principal type; 2. Microlocal classification of pseudodifferential operators; 3. Equations of subprincipal type; References; Index |
| Summary |
Contact Geometry And Linear Differential Equations (Manuels De Linguistique Et Des Sciences De Communication) |
| Bibliography |
Includes bibliographical references (p. [211]-214) and index |
| Notes |
English |
|
Print version record |
| Subject |
Differential equations, Linear.
|
|
WKB approximation.
|
|
Differential equations, Linear
|
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WKB approximation
|
| Form |
Electronic book
|
| Author |
Shatalov, V. E. (Viktor Evgenʹevich)
|
|
Sternin, Boris Y
|
| LC no. |
92024930 |
| ISBN |
9783110873108 |
|
3110873109 |
|
