Feynman path-integral representation of field operators and memory superoperators in a Liouville space

Mostrar todas las versiones(2)

The Feynman path-integral representation for memory superoperators is investigated. A physical interpretation of evolution superoperators in a Liouville space is given and shown to be closely related to the Feynman representation of quantum mechanics. From a general Huygens-like principle it is poss...

Descripción completa

Guardado en:

Detalles Bibliográficos
Autores principales:	Bochicchio, R.C., Grinberg, H.
Formato:	JOUR
Acceso en línea:	http://hdl.handle.net/20.500.12110/paper_10502947_v41_n11_p5814_Bochicchio
Aporte de:	Biblioteca Digital - Facultad de Ciencias Exactas y Naturales (UBA) de Universidad de Buenos Aires

Ejemplares similares

Feynman path-integral representation of field operators and memory superoperators in a Liouville space
por: Bochicchio, Roberto Carlos, et al.
Publicado: (1990)

Feynman path-integral representation of field operators and memory superoperators in a Liouville space
por: Bochicchio, Roberto Carlos
Publicado: (1990)

Memory superoperator representation of projected one-particle causal propagators
por: Bochicchio, R.C., et al.

Feynman path integral representation for many‐fermion interacting systems
por: Calamante, F., et al.

Memory superoperator representation of projected one-particle causal propagators
por: Bochicchio, Roberto Carlos, et al.
Publicado: (1992)

Feynman path integral representation for many‐fermion interacting systems
por: Calamante, Fernando, et al.
Publicado: (1994)

On the quantum field operator dynamics: Memory dependent projected representation
por: Bochicchio, R.C., et al.

Memory superoperator representation of projected one-particle causal propagators
por: Bochicchio, Roberto Carlos
Publicado: (1992)

On the quantum field operator dynamics: Memory dependent projected representation
por: Bochicchio, Roberto Carlos, et al.
Publicado: (1998)

Feynman path integral representation for many‐fermion interacting systems
por: Calamante, F.
Publicado: (1994)

The feynman path integral formalism: Atomic and molecular electronic structure
por: Grinberg, H.
Publicado: (1991)

Self-energy fields solutions to the generalized reduced Liouville equation in the perturbative approach
por: Bochicchio, R.C., et al.

On the quantum field operator dynamics: Memory dependent projected representation
por: Bochicchio, Roberto Carlos
Publicado: (1998)

An ansatz for the decoupling of the electron-propagator equation of motion via superoperator algebra
por: Bochicchio, R.C., et al.

The feynman path integral formalism: Atomic and molecular electronic structure
por: Grinberg, H., et al.

The feynman path integral formalism: Atomic and molecular electronic structure
por: Grinberg, Horacio
Publicado: (1991)

Self-energy fields solutions to the generalized reduced Liouville equation in the perturbative approach
por: Bochicchio, Roberto Carlos, et al.
Publicado: (2000)

An ansatz for the decoupling of the electron-propagator equation of motion via superoperator algebra
por: Bochicchio, Roberto Carlos, et al.
Publicado: (1990)

Phase space path integral in curved space
por: Ferraro, R., et al.

Generalized riemann-liouville fractional operators associated with a generalization of the prabhakar integral operator
por: Dorrego, Gustavo Abel
Publicado: (2021)

A Liouville-space method for the decoupling of the polarization propagator equation of motion
por: Cavasotto, C.N., et al.

On the Path Integral Representation for Spin Systems
por: Cabra, Daniel Carlos, et al.
Publicado: (1997)

Phase space path integral in curved space
por: Ferraro, Rafael
Publicado: (2001)

Self-energy fields solutions to the generalized reduced Liouville equation in the perturbative approach
por: Bochicchio, Roberto Carlos
Publicado: (2000)

An the new riemann liouville fractional operator extended
por: Pucheta, Pablo I.
Publicado: (2020)

Self-energy operator and self-energy fields in many-body systems: Liouvillian approach
por: Bochicchio, R.C., et al.

An ansatz for the decoupling of the electron-propagator equation of motion via superoperator algebra
por: Bochicchio, Roberto Carlos
Publicado: (1990)

Homology and Feynman integrals /
por: Hwa, Rudolph C.
Publicado: (1966)

Path integral for the relativistic particle in curved space
por: Ferraro, R.

Path integral of spin models
por: Grinberg, H.

Path integral methods in quantum field theory /
por: Rivers, R. J.
Publicado: (1987)

Grassmann coherent states representation of the path integral: Evaluation of the generating function for spin systems
por: Anicich, P.G.O., et al.

Teaching Basic Quantum Mechanics in Secondary School Using Concepts of Feynman's Path Integrals Method
por: Fanaro, Maria de Los Angeles, et al.
Publicado: (2012)

Path integral for the relativistic particle in curved space
por: Ferraro, Rafael
Publicado: (1992)

Population inversion, temperature, and photon distributions of the generalized fermionic Ising ferromagnetic model: Path-integral representation of the spin system
por: Grinberg, H.

Path integral of spin models
por: Grinberg, Horacio
Publicado: (2003)

Grassmann coherent states representation of the path integral: Evaluation of the generating function for spin systems
por: Anicich, Pablo Gustavo Oscar, et al.
Publicado: (2002)

Self-energies for the particle-hole propagator from Feynman-Dyson equations
por: Bochicchio, R.C., et al.

Tree graph representation of hamiltonian paths
por: Reggini, H.C.

Population inversion, temperature, and photon distributions of the generalized fermionic Ising ferromagnetic model: Path-integral representation of the spin system
por: Grinberg, Horacio
Publicado: (2006)