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170331s2013 sz a b 001 0 engd
▼a 9783319011943
▼a (KERIS)BIB000013323656
▼a 211047
▼c 211047
▼d 211047
▼a Hassani, Sadri
▼a Mathematical physics:
▼b a modern introduction to its foundations/
▼d Sadri Hassani.
▼a 2nd ed.
▼a Cham:
▼b Springer,
▼c 2013.
▼a xxxi, 1205 p.:
▼b ill.;
▼c 27 cm.
▼a Includes bibliographical references and index.
▼t Mathematical preliminaries --
▼t Vectors and transformations --
▼t Operator algebra --
▼t Matrices : operator representations --
▼t Spectral decomposition --
▼t Hilbert spaces --
▼t Generalized functions --
▼t Classical orthogonal polynomials --
▼t Fourier analysis --
▼t Complex calculus --
▼t Calculus of residues --
▼t Complex analysis : advanced topics --
▼t Separation of variables in spherical coordinates --
▼t Second-oder linear differential equations --
▼t Complex analysis of SOLDEs --
▼t Integral transforms and differential equations --
▼t An introduction to operator theory -- t Integral equations --
▼t Sturm-Liouville systems : formalism --
▼t Sturm-Liouville systems : examples --
▼t Green's functions in one dimension --
▼t Multidimensional Green's functions : applications --
▼t Group theory --
▼t Group reprensentation theory --
▼t Algebra of tensors --
▼t Analysis of tensors --
▼t Lie groups and lie algebras --
▼t Differential geometry --
▼t Lie groups and differential equations --
▼t Calculus of variations, symmetries, and conservation laws.
▼a Mathematical physics.
▼a 오연희
▼b 오연희
▼a 단행본
▼a 530.15
▼b H27m2
| Data Type : | 단행본 |
|---|---|
| ISBN : | 9783319011943 |
| Personal Author : | Hassani, Sadri |
| Title/Author : | Mathematical physics: a modern introduction to its foundations/ Sadri Hassani. |
| Edition : | 2nd ed. |
| Imprint : | Cham: Springer, 2013. |
| Format : | xxxi, 1205 p.: ill.; 27 cm. |
| Note : | Includes bibliographical references and index. |
| Content Note : | Mathematical preliminaries -- Vectors and transformations -- Operator algebra -- Matrices : operator representations -- Spectral decomposition -- Hilbert spaces -- Generalized functions -- Classical orthogonal polynomials -- Fourier analysis -- Complex calculus -- Calculus of residues -- Complex analysis : advanced topics -- Separation of variables in spherical coordinates -- Second-oder linear differential equations -- Complex analysis of SOLDEs -- Integral transforms and differential equations -- An introduction to operator theory -- t Integral equations -- Sturm-Liouville systems : formalism -- Sturm-Liouville systems : examples -- Green's functions in one dimension -- Multidimensional Green's functions : applications -- Group theory -- Group reprensentation theory -- Algebra of tensors -- Analysis of tensors -- Lie groups and lie algebras -- Differential geometry -- Lie groups and differential equations -- Calculus of variations, symmetries, and conservation laws. |
| General Subject Name : | Mathematical physics. -- |
| Class No. : | 530.15 |
| Language | English |
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