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" Spectral Theory of Families of Self-Adjoint Operators. "
M Hazewinkel
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BL
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| Record Number
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775290
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b595285
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| Main Entry
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M Hazewinkel
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Spectral Theory of Families of Self-Adjoint Operators.\ M Hazewinkel
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| Publication Statement
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Dordrecht : Springer Netherlands, 1991
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(307 pages)
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| ISBN
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9401138060
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: 9789401138062
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| Contents
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Comments to the introduction.- I Families of Commuting Normal Operators.- 1. Spectral Analysis of Countable Families of Commuting Self-Adjoint Operators (CSO).- 2. Unitary Representations of Inductive Limits of Commutative Locally Compact Groups.- 3. Differential Operators With Constant Coefficients In Spaces of Functions of Infinitely Many Variables.- Inductive Limits of Finite-Dimensional Lie Algebras and Their Representations.- 4. Canonical Commutation Relations (CCR) of Systems with Countable Degrees of Freedom.- 5. Unitary Representations of The Group of Finite SU(2)-Currents on A Countable Set.- 6. Representations of The Group of Upper Triangular Matrices.- 7. A Class of Inductive Limits of Groups and Their Representations.- Collections of Unbounded Self-Adjoint operators Satisfying General Relations.- 8. Anticommuting Self-Adjoint Operators.- 9. Finite and Countable Collections of Gradedcommuting Self-Adjoint Operators (GCSO).- 10. Collections Of Unbounded CSO (Ak) And CSO (Bk) Satisfying General Commutation Relations.- Representations of Operator Algebras And Non-Commutative Random Sequences.- 11. C* -ALGEBRASU0? And Their Representations.- 12. Non-Commutative Random Sequences and Methods for Their Construction.
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Selfadjoint operators.
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Spectral theory (Mathematics)
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| LC Classification
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QA329.2M439 1991
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| Added Entry
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M Hazewinkel
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Y S Samoilenko
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