The Resource Linear infinite-particle operators, V.A. Malyshev, R.A. Minlos
Linear infinite-particle operators, V.A. Malyshev, R.A. Minlos
Resource Information
The item Linear infinite-particle operators, V.A. Malyshev, R.A. Minlos represents a specific, individual, material embodiment of a distinct intellectual or artistic creation found in University of Missouri Libraries.This item is available to borrow from 1 library branch.
Resource Information
The item Linear infinite-particle operators, V.A. Malyshev, R.A. Minlos represents a specific, individual, material embodiment of a distinct intellectual or artistic creation found in University of Missouri Libraries.
This item is available to borrow from 1 library branch.
- Language
-
- eng
- rus
- eng
- Extent
- viii, 298 pages
- Contents
-
- Expansion of Heisenberg dynamics
- 5.
- Euclidean approach
- 6.
- Corpuscular picture (quasiparticles and scattering theory for infinite quantum systems)
- Ch. 1.
- Construction of a Nonequilibrium Dynamics
- 1.
- The dynamics of an infinite one-dimensional classical gas of interacting solid rods
- 2.
- Introduction. What This Book is About
- A quick review of C*-algebras
- 3.
- Fock spaces and second-quantization operators
- 4.
- The CAR algebra and its free dynamics. Dynamics of a system of interacting fermions. Analog of Robinson's theorem
- 5.
- Linear dynamics for fermion and boson systems
- 6.
- Random dynamics (stochastic Langevin equations)
- 7.
- Ch. 0.
- Marginally closed Markov chains with local interaction
- Ch. 2.
- Construction of an Equilibrium Dynamics
- 1.
- Ground and temperature states
- 2.
- Ground state for an infinite system of harmonic oscillators
- 3.
- A free quasistate
- 4.
- Extended Introduction
- Fock representation for the dynamics of free systems
- 5.
- The Euclidean approach
- 6.
- Euclidean fields for temperature states. The modular operator
- Ch. 3.
- Spectral Analysis of the Euclidean Field Transfer Matrix
- 1.
- Cluster expansion of the transfer matrix
- 2.
- 2.
- Cluster operators. Definition and basic properties
- 3.
- Invariant k-particle subspaces of a cluster operator
- 4.
- Some examples
- 5.
- Spectral analysis of the transfer matrix for a fermion field
- 6.
- Continuous-time models
- 7.
- Basic examples of physical systems
- Spectral analysis of k-particle cluster operators
- 8.
- Asymptotic decay of the correlation functions for Gibbs fields
- Ch. 4.
- Asymptotic Completeness for Interacting Fermion Systems
- 1.
- Fermi systems with bounded interaction
- 2.
- Asymptotic completeness for interactions with vacuum polarization (linked cluster theorem)
- 3.
- 3.
- Fermi gas interacting weakly with a particle
- 4.
- Weak-interaction limit for a quantum Schrodinger particle interacting with Fermi gas
- Ch. 5.
- The Method of Bethe-Salpeter Kernels (Dyson's Equation)
- 1.
- The Dyson equation and the Bethe-Salpeter kernel method for the Ising field
- 2.
- One-particle spectrum of the transfer matrix for a Gibbs field with unbounded spin. Description of the model and results
- 3.
- Infinite systems and the thermodynamic limit
- Cluster expansion of the covariance operators
- 4.
- Dyson's equation for the covariance operators
- 5.
- Analytic structure of the Green functions
- Guide to the Literature
- References
- 4.
- Isbn
- 9780821802830
- Label
- Linear infinite-particle operators
- Title
- Linear infinite-particle operators
- Statement of responsibility
- V.A. Malyshev, R.A. Minlos
- Subject
-
- Analyse fonctionnelle
- Functional analysis
- Functional analysis
- Functional analysis
- Lineaire operatoren
- Linear operators
- Linear operators
- Linear operators
- Markov processes
- Markov processes
- Markov processes
- Markov, processus de
- Markov-processen
- Mathematical physics
- Mathematical physics
- Mathematical physics
- Opérateurs linéaires
- Physique statistique
- Quantum field theory
- Quantum field theory
- Quantum field theory
- Statistical physics
- Statistical physics
- Statistical physics
- Language
-
- eng
- rus
- eng
- Cataloging source
- DLC
- http://library.link/vocab/creatorName
- Malyshev, V. A.
- Dewey number
- 530.1/33
- Illustrations
- illustrations
- Index
- no index present
- Language note
- Translation of : Lineĭnye operatory v beskonechnochastichnykh sistemakh
- LC call number
-
- QC20.7.O65
- QA3
- LC item number
-
- M35 1995
- .T7 v.143
- Literary form
- non fiction
- Nature of contents
- bibliography
- http://library.link/vocab/relatedWorkOrContributorName
- Minlos, R. A.
- Series statement
- Translations of mathematical monographs
- Series volume
- volume 143
- http://library.link/vocab/subjectName
-
- Linear operators
- Functional analysis
- Markov processes
- Statistical physics
- Quantum field theory
- Mathematical physics
- Functional analysis
- Linear operators
- Markov processes
- Mathematical physics
- Quantum field theory
- Statistical physics
- Lineaire operatoren
- Markov-processen
- Opérateurs linéaires
- Analyse fonctionnelle
- Markov, processus de
- Physique statistique
- Label
- Linear infinite-particle operators, V.A. Malyshev, R.A. Minlos
- Bibliography note
- Includes bibliographical references (pages 295-298)
- Carrier category
- volume
- Carrier category code
-
- nc
- Carrier MARC source
- rdacarrier
- Content category
- text
- Content type code
-
- txt
- Content type MARC source
- rdacontent
- Contents
-
- Expansion of Heisenberg dynamics
- 5.
- Euclidean approach
- 6.
- Corpuscular picture (quasiparticles and scattering theory for infinite quantum systems)
- Ch. 1.
- Construction of a Nonequilibrium Dynamics
- 1.
- The dynamics of an infinite one-dimensional classical gas of interacting solid rods
- 2.
- Introduction. What This Book is About
- A quick review of C*-algebras
- 3.
- Fock spaces and second-quantization operators
- 4.
- The CAR algebra and its free dynamics. Dynamics of a system of interacting fermions. Analog of Robinson's theorem
- 5.
- Linear dynamics for fermion and boson systems
- 6.
- Random dynamics (stochastic Langevin equations)
- 7.
- Ch. 0.
- Marginally closed Markov chains with local interaction
- Ch. 2.
- Construction of an Equilibrium Dynamics
- 1.
- Ground and temperature states
- 2.
- Ground state for an infinite system of harmonic oscillators
- 3.
- A free quasistate
- 4.
- Extended Introduction
- Fock representation for the dynamics of free systems
- 5.
- The Euclidean approach
- 6.
- Euclidean fields for temperature states. The modular operator
- Ch. 3.
- Spectral Analysis of the Euclidean Field Transfer Matrix
- 1.
- Cluster expansion of the transfer matrix
- 2.
- 2.
- Cluster operators. Definition and basic properties
- 3.
- Invariant k-particle subspaces of a cluster operator
- 4.
- Some examples
- 5.
- Spectral analysis of the transfer matrix for a fermion field
- 6.
- Continuous-time models
- 7.
- Basic examples of physical systems
- Spectral analysis of k-particle cluster operators
- 8.
- Asymptotic decay of the correlation functions for Gibbs fields
- Ch. 4.
- Asymptotic Completeness for Interacting Fermion Systems
- 1.
- Fermi systems with bounded interaction
- 2.
- Asymptotic completeness for interactions with vacuum polarization (linked cluster theorem)
- 3.
- 3.
- Fermi gas interacting weakly with a particle
- 4.
- Weak-interaction limit for a quantum Schrodinger particle interacting with Fermi gas
- Ch. 5.
- The Method of Bethe-Salpeter Kernels (Dyson's Equation)
- 1.
- The Dyson equation and the Bethe-Salpeter kernel method for the Ising field
- 2.
- One-particle spectrum of the transfer matrix for a Gibbs field with unbounded spin. Description of the model and results
- 3.
- Infinite systems and the thermodynamic limit
- Cluster expansion of the covariance operators
- 4.
- Dyson's equation for the covariance operators
- 5.
- Analytic structure of the Green functions
- Guide to the Literature
- References
- 4.
- Control code
- 31434380
- Dimensions
- 26 cm.
- Extent
- viii, 298 pages
- Isbn
- 9780821802830
- Lccn
- 94042578
- Media category
- unmediated
- Media MARC source
- rdamedia
- Media type code
-
- n
- Other physical details
- illustrations
- System control number
- (OCoLC)31434380
- Label
- Linear infinite-particle operators, V.A. Malyshev, R.A. Minlos
- Bibliography note
- Includes bibliographical references (pages 295-298)
- Carrier category
- volume
- Carrier category code
-
- nc
- Carrier MARC source
- rdacarrier
- Content category
- text
- Content type code
-
- txt
- Content type MARC source
- rdacontent
- Contents
-
- Expansion of Heisenberg dynamics
- 5.
- Euclidean approach
- 6.
- Corpuscular picture (quasiparticles and scattering theory for infinite quantum systems)
- Ch. 1.
- Construction of a Nonequilibrium Dynamics
- 1.
- The dynamics of an infinite one-dimensional classical gas of interacting solid rods
- 2.
- Introduction. What This Book is About
- A quick review of C*-algebras
- 3.
- Fock spaces and second-quantization operators
- 4.
- The CAR algebra and its free dynamics. Dynamics of a system of interacting fermions. Analog of Robinson's theorem
- 5.
- Linear dynamics for fermion and boson systems
- 6.
- Random dynamics (stochastic Langevin equations)
- 7.
- Ch. 0.
- Marginally closed Markov chains with local interaction
- Ch. 2.
- Construction of an Equilibrium Dynamics
- 1.
- Ground and temperature states
- 2.
- Ground state for an infinite system of harmonic oscillators
- 3.
- A free quasistate
- 4.
- Extended Introduction
- Fock representation for the dynamics of free systems
- 5.
- The Euclidean approach
- 6.
- Euclidean fields for temperature states. The modular operator
- Ch. 3.
- Spectral Analysis of the Euclidean Field Transfer Matrix
- 1.
- Cluster expansion of the transfer matrix
- 2.
- 2.
- Cluster operators. Definition and basic properties
- 3.
- Invariant k-particle subspaces of a cluster operator
- 4.
- Some examples
- 5.
- Spectral analysis of the transfer matrix for a fermion field
- 6.
- Continuous-time models
- 7.
- Basic examples of physical systems
- Spectral analysis of k-particle cluster operators
- 8.
- Asymptotic decay of the correlation functions for Gibbs fields
- Ch. 4.
- Asymptotic Completeness for Interacting Fermion Systems
- 1.
- Fermi systems with bounded interaction
- 2.
- Asymptotic completeness for interactions with vacuum polarization (linked cluster theorem)
- 3.
- 3.
- Fermi gas interacting weakly with a particle
- 4.
- Weak-interaction limit for a quantum Schrodinger particle interacting with Fermi gas
- Ch. 5.
- The Method of Bethe-Salpeter Kernels (Dyson's Equation)
- 1.
- The Dyson equation and the Bethe-Salpeter kernel method for the Ising field
- 2.
- One-particle spectrum of the transfer matrix for a Gibbs field with unbounded spin. Description of the model and results
- 3.
- Infinite systems and the thermodynamic limit
- Cluster expansion of the covariance operators
- 4.
- Dyson's equation for the covariance operators
- 5.
- Analytic structure of the Green functions
- Guide to the Literature
- References
- 4.
- Control code
- 31434380
- Dimensions
- 26 cm.
- Extent
- viii, 298 pages
- Isbn
- 9780821802830
- Lccn
- 94042578
- Media category
- unmediated
- Media MARC source
- rdamedia
- Media type code
-
- n
- Other physical details
- illustrations
- System control number
- (OCoLC)31434380
Subject
- Analyse fonctionnelle
- Functional analysis
- Functional analysis
- Functional analysis
- Lineaire operatoren
- Linear operators
- Linear operators
- Linear operators
- Markov processes
- Markov processes
- Markov processes
- Markov, processus de
- Markov-processen
- Mathematical physics
- Mathematical physics
- Mathematical physics
- Opérateurs linéaires
- Physique statistique
- Quantum field theory
- Quantum field theory
- Quantum field theory
- Statistical physics
- Statistical physics
- Statistical physics
Member of
- Translations of mathematical monographs, v. 143
- Lineĭnye operatory v beskonechnochastichnykh sistemakh
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