Algebras of Pseudodifferential Operators [electronic resource] /
1. Integral transforms on a sphere -- 1. The generalized kernels (xy)?±, (±xy + iO)? -- 2. The operator E(?), its relation with the Fourier and Mellin transform -- 3. The action of E(?) on spherical functions -- 4. Operators related with the transform E(?) -- 5. The spaces Hs(?, Sn-1). The operator E(?) on the spaces Hs(?, Sn-1) -- 6. An analog of the Paley-Wiener theorem for the operator E(?) -- 2. The Fourier transform and convolution operators on spaces with weighted norms -- 1. The spaces H?s(?n) -- 2. The Fourier transform on the spaces Hs?(?n) -- 3. Convolution operator on the spaces Hs?(?n) -- 4. The spaces Hs?(?m,?m-n) -- 5. Transversal operators and special representations -- 6. Estimates for the convolution operator on the spaces H?s(?m, ?m-n) -- 3. Meromorphic pseudodifferential operators -- 1. Canonical meromorphic pseudodifferential operators -- 2. Operations on canonical meromorphic pseudodifferential operators -- 3. General meromorphic pseudodifferential operators -- 4. Traces of meromorphic pseudodifferential operators -- 5. Meromorphic pseudodifferential operators on strongly oscillating functions -- 6. Estimates for meromorphic pseudodifferential operators -- 7. Periodic meromorphic pseudodifferential operators -- 8. Change of variables in meromorphic pseudodifferential operators -- 4. Pseudodifferential operators with discontinuous symbols on manifolds with conical singularities -- 1. Pseudodifferential operators on ?n -- 2. Pseudodifferential operators on a conic manifold -- 3. Pseudodifferential operators on manifolds with conical points -- 4. Algebras generated by pseudodifferential operators of order zero -- 5. The spectrum of a C* -algebra of pseudodifferential operators with discontinuous symbols on a closed manifold -- 1. Results from the theory* of C* -algebras -- 2. The spectrum of a C* -algebra of pseudodifferential operators with discontinuities of the first kind in the symbols on a smooth closed manifold (statement of the main theorem) -- 3. Representations of the algebra $$ \mathfrak{G} $$(?) generated by the operators E(?)-1F(ø, ?)E(?) -- 4. Representations of an algebra $$ \mathfrak{G} $$(lx) -- 5. Proof of theorem 2.1 -- 6. Ideals in the algebra of pseudodifferential operators with discontinuous symbols -- 7. Spectra of C* -algebras of pseudodifferential operators on a manifold with conical points -- 8. The spectrum of a C* -algebra of pseudodifferential operators with oscillating symbols -- 6. The spectrum of a C* -algebra of pseudodifferential operators on a manifold with boundary -- 1. The algebras $$ \mathfrak{G} $$c(?) -- 2. The algebras $$ \mathfrak{G} $$(?) -- 3. The algebras $$ \mathfrak{G} $$c(l?) -- 4. The algebras $$ \mathfrak{G} $$(l?) -- 5. The spectrum of an algebra of pseudodifferential operators on a manifold with boundary -- Bibliographical sketch -- References.
Main Authors: | , |
---|---|
Format: | Texto biblioteca |
Language: | eng |
Published: |
Dordrecht : Springer Netherlands,
1989
|
Subjects: | Mathematics., Mathematical analysis., Analysis (Mathematics)., Geometry., Physics., Analysis., Theoretical, Mathematical and Computational Physics., |
Online Access: | http://dx.doi.org/10.1007/978-94-009-2364-5 |
Tags: |
Add Tag
No Tags, Be the first to tag this record!
|
id |
KOHA-OAI-TEST:223097 |
---|---|
record_format |
koha |
spelling |
KOHA-OAI-TEST:2230972018-07-31T00:01:56ZAlgebras of Pseudodifferential Operators [electronic resource] / Plamenevskii, B. A. author. SpringerLink (Online service) textDordrecht : Springer Netherlands,1989.eng1. Integral transforms on a sphere -- 1. The generalized kernels (xy)?±, (±xy + iO)? -- 2. The operator E(?), its relation with the Fourier and Mellin transform -- 3. The action of E(?) on spherical functions -- 4. Operators related with the transform E(?) -- 5. The spaces Hs(?, Sn-1). The operator E(?) on the spaces Hs(?, Sn-1) -- 6. An analog of the Paley-Wiener theorem for the operator E(?) -- 2. The Fourier transform and convolution operators on spaces with weighted norms -- 1. The spaces H?s(?n) -- 2. The Fourier transform on the spaces Hs?(?n) -- 3. Convolution operator on the spaces Hs?(?n) -- 4. The spaces Hs?(?m,?m-n) -- 5. Transversal operators and special representations -- 6. Estimates for the convolution operator on the spaces H?s(?m, ?m-n) -- 3. Meromorphic pseudodifferential operators -- 1. Canonical meromorphic pseudodifferential operators -- 2. Operations on canonical meromorphic pseudodifferential operators -- 3. General meromorphic pseudodifferential operators -- 4. Traces of meromorphic pseudodifferential operators -- 5. Meromorphic pseudodifferential operators on strongly oscillating functions -- 6. Estimates for meromorphic pseudodifferential operators -- 7. Periodic meromorphic pseudodifferential operators -- 8. Change of variables in meromorphic pseudodifferential operators -- 4. Pseudodifferential operators with discontinuous symbols on manifolds with conical singularities -- 1. Pseudodifferential operators on ?n -- 2. Pseudodifferential operators on a conic manifold -- 3. Pseudodifferential operators on manifolds with conical points -- 4. Algebras generated by pseudodifferential operators of order zero -- 5. The spectrum of a C* -algebra of pseudodifferential operators with discontinuous symbols on a closed manifold -- 1. Results from the theory* of C* -algebras -- 2. The spectrum of a C* -algebra of pseudodifferential operators with discontinuities of the first kind in the symbols on a smooth closed manifold (statement of the main theorem) -- 3. Representations of the algebra $$ \mathfrak{G} $$(?) generated by the operators E(?)-1F(ø, ?)E(?) -- 4. Representations of an algebra $$ \mathfrak{G} $$(lx) -- 5. Proof of theorem 2.1 -- 6. Ideals in the algebra of pseudodifferential operators with discontinuous symbols -- 7. Spectra of C* -algebras of pseudodifferential operators on a manifold with conical points -- 8. The spectrum of a C* -algebra of pseudodifferential operators with oscillating symbols -- 6. The spectrum of a C* -algebra of pseudodifferential operators on a manifold with boundary -- 1. The algebras $$ \mathfrak{G} $$c(?) -- 2. The algebras $$ \mathfrak{G} $$(?) -- 3. The algebras $$ \mathfrak{G} $$c(l?) -- 4. The algebras $$ \mathfrak{G} $$(l?) -- 5. The spectrum of an algebra of pseudodifferential operators on a manifold with boundary -- Bibliographical sketch -- References.Mathematics.Mathematical analysis.Analysis (Mathematics).Geometry.Physics.Mathematics.Analysis.Geometry.Theoretical, Mathematical and Computational Physics.Springer eBookshttp://dx.doi.org/10.1007/978-94-009-2364-5URN:ISBN:9789400923645 |
institution |
COLPOS |
collection |
Koha |
country |
México |
countrycode |
MX |
component |
Bibliográfico |
access |
En linea En linea |
databasecode |
cat-colpos |
tag |
biblioteca |
region |
America del Norte |
libraryname |
Departamento de documentación y biblioteca de COLPOS |
language |
eng |
topic |
Mathematics. Mathematical analysis. Analysis (Mathematics). Geometry. Physics. Mathematics. Analysis. Geometry. Theoretical, Mathematical and Computational Physics. Mathematics. Mathematical analysis. Analysis (Mathematics). Geometry. Physics. Mathematics. Analysis. Geometry. Theoretical, Mathematical and Computational Physics. |
spellingShingle |
Mathematics. Mathematical analysis. Analysis (Mathematics). Geometry. Physics. Mathematics. Analysis. Geometry. Theoretical, Mathematical and Computational Physics. Mathematics. Mathematical analysis. Analysis (Mathematics). Geometry. Physics. Mathematics. Analysis. Geometry. Theoretical, Mathematical and Computational Physics. Plamenevskii, B. A. author. SpringerLink (Online service) Algebras of Pseudodifferential Operators [electronic resource] / |
description |
1. Integral transforms on a sphere -- 1. The generalized kernels (xy)?±, (±xy + iO)? -- 2. The operator E(?), its relation with the Fourier and Mellin transform -- 3. The action of E(?) on spherical functions -- 4. Operators related with the transform E(?) -- 5. The spaces Hs(?, Sn-1). The operator E(?) on the spaces Hs(?, Sn-1) -- 6. An analog of the Paley-Wiener theorem for the operator E(?) -- 2. The Fourier transform and convolution operators on spaces with weighted norms -- 1. The spaces H?s(?n) -- 2. The Fourier transform on the spaces Hs?(?n) -- 3. Convolution operator on the spaces Hs?(?n) -- 4. The spaces Hs?(?m,?m-n) -- 5. Transversal operators and special representations -- 6. Estimates for the convolution operator on the spaces H?s(?m, ?m-n) -- 3. Meromorphic pseudodifferential operators -- 1. Canonical meromorphic pseudodifferential operators -- 2. Operations on canonical meromorphic pseudodifferential operators -- 3. General meromorphic pseudodifferential operators -- 4. Traces of meromorphic pseudodifferential operators -- 5. Meromorphic pseudodifferential operators on strongly oscillating functions -- 6. Estimates for meromorphic pseudodifferential operators -- 7. Periodic meromorphic pseudodifferential operators -- 8. Change of variables in meromorphic pseudodifferential operators -- 4. Pseudodifferential operators with discontinuous symbols on manifolds with conical singularities -- 1. Pseudodifferential operators on ?n -- 2. Pseudodifferential operators on a conic manifold -- 3. Pseudodifferential operators on manifolds with conical points -- 4. Algebras generated by pseudodifferential operators of order zero -- 5. The spectrum of a C* -algebra of pseudodifferential operators with discontinuous symbols on a closed manifold -- 1. Results from the theory* of C* -algebras -- 2. The spectrum of a C* -algebra of pseudodifferential operators with discontinuities of the first kind in the symbols on a smooth closed manifold (statement of the main theorem) -- 3. Representations of the algebra $$ \mathfrak{G} $$(?) generated by the operators E(?)-1F(ø, ?)E(?) -- 4. Representations of an algebra $$ \mathfrak{G} $$(lx) -- 5. Proof of theorem 2.1 -- 6. Ideals in the algebra of pseudodifferential operators with discontinuous symbols -- 7. Spectra of C* -algebras of pseudodifferential operators on a manifold with conical points -- 8. The spectrum of a C* -algebra of pseudodifferential operators with oscillating symbols -- 6. The spectrum of a C* -algebra of pseudodifferential operators on a manifold with boundary -- 1. The algebras $$ \mathfrak{G} $$c(?) -- 2. The algebras $$ \mathfrak{G} $$(?) -- 3. The algebras $$ \mathfrak{G} $$c(l?) -- 4. The algebras $$ \mathfrak{G} $$(l?) -- 5. The spectrum of an algebra of pseudodifferential operators on a manifold with boundary -- Bibliographical sketch -- References. |
format |
Texto |
topic_facet |
Mathematics. Mathematical analysis. Analysis (Mathematics). Geometry. Physics. Mathematics. Analysis. Geometry. Theoretical, Mathematical and Computational Physics. |
author |
Plamenevskii, B. A. author. SpringerLink (Online service) |
author_facet |
Plamenevskii, B. A. author. SpringerLink (Online service) |
author_sort |
Plamenevskii, B. A. author. |
title |
Algebras of Pseudodifferential Operators [electronic resource] / |
title_short |
Algebras of Pseudodifferential Operators [electronic resource] / |
title_full |
Algebras of Pseudodifferential Operators [electronic resource] / |
title_fullStr |
Algebras of Pseudodifferential Operators [electronic resource] / |
title_full_unstemmed |
Algebras of Pseudodifferential Operators [electronic resource] / |
title_sort |
algebras of pseudodifferential operators [electronic resource] / |
publisher |
Dordrecht : Springer Netherlands, |
publishDate |
1989 |
url |
http://dx.doi.org/10.1007/978-94-009-2364-5 |
work_keys_str_mv |
AT plamenevskiibaauthor algebrasofpseudodifferentialoperatorselectronicresource AT springerlinkonlineservice algebrasofpseudodifferentialoperatorselectronicresource |
_version_ |
1756270527691882496 |