A generalized perturbation theory (original) (raw)

Supplementary subject: Quantum Chemistry Perturbation theory 6 lectures, (Tuesday and Friday, weeks 4-6 of Hilary term

abdul quader gazi

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An iterative perturbation theory with a Hamiltonian modifier

Quim Chaves

Journal of Mathematical Chemistry, 2010

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A New Algebraic Approach to Perturbation Theory

B Gonul

Modern Physics Letters A, 2005

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Application of the Rayleigh--Schroedinger perturbation theory to the hydrogen atom

Abraham Hirsz Zimerman

1971

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Solving the Schrödinger equation with use of 1/N perturbation theory

Michael Shatz

Journal of Mathematical Physics, 1984

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Improved renormalized perturbation series

Eduardo Castro

Physics Letters A, 1985

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Resummation of QED Perturbation Series by Sequence Transformations and the Prediction of Perturbative Coefficients

Jens Becher

Physical Review Letters, 2000

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Perturbation energy expansions based on two-component relativistic Hamiltonians

Dage Sundholm

Theoretical Chemistry Accounts: Theory, Computation, and Modeling (Theoretica Chimica Acta), 2003

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Perturbation theory and nonperturbative effects: A happy marriage ?

Jiří Chýla

Czechoslovak Journal of Physics, 1992

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Higher Order Time-Dependent Generalized Perturbation Theory

Augusto Gandini

Nuclear Science and Engineering, 1978

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Quasiclassical perturbation theory for the helium atom and heliumlike ions

Evgeni Solov'ev

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Variation-Perturbation Expansions and Padé Approximants to the Energy

Erkki Brändas

Physical Review A, 1970

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On the Divergence of Perturbation Theory. Steps Towards a Convergent Series

Gerardo Oleaga

1996

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On connection between perturbation theory and semiclassical expansion in quantum mechanics

Alexander Turbiner

2021

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Rayleigh-Schrodinger perturbation theory with a strong perturbation: the quadratic Zeeman effect in hydrogen

Sabre Kais

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Many-Body Perturbation Theory

Surjan Peter

Second Quantized Approach to Quantum Chemistry, 1989

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Studying quantum field theories numerically on the continuum and a new look at perturbation theory

Pinar Emirdag

Nuclear Physics B - Proceedings Supplements, 2002

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The virial theorem and the factorized wavefunction approach to perturbation theory. Application to the spherical Stark and spherical quadratic Zeeman problems in hydrogen

Sylvio Canuto

Physics Letters A, 1984

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Quantum field perturbation theory revisited

marco matone

Physical review, 2016

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Divergence of perturbation theory: Steps towards a convergent series

Sergio Pernice

Physical Review D, 1998

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A unified formal approach to weak and strong coupling expansions

benoit bellet

2002

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The Generating Equations of Rayleigh—Schrödinger Perturbation Theory

Carlos E. Solivérez

Chemical Physics Letters, 1982

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Methods of algebraic manipulation in perturbation theory

Antonio Giorgilli

2013

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On the extrapolation of perturbation series

Herbert H H Homeier

2002

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Effective characteristic polynomials and two-point Padé approximants as summation techniques for the strongly divergent perturbation expansions of the ground state energies of anharmonic oscillators

Vladimir Spirko

Physical Review E, 1996

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On the Hellmann–Feynman theorem and the corrections to the energy in the Rayleigh–Schrödinger perturbation theory

Helena Diez-y-Riega

Journal of Mathematical Chemistry, 2000

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Analytic perturbation theory versus 1 / N expansion in the Gross-Neveu model

Alexander Osipov

Physics Letters, Section B: Nuclear, Elementary Particle and High-Energy Physics, 2007

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Perturbation theory in a framework of iteration methods

Nasser Saad

Physics Letters A, 2005

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Multiple approaches to incorporating scattering states in non-degenerate perturbation theory

John Eric Goff

American Journal of Physics, 2020

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Extrapolation of perturbation-theory expansions by self-similar approximants

simon gluzman

European Journal of Applied Mathematics, 2014

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On the convergence properties of the Rayleigh-Schrödinger and the Hirschfelder-Silbey perturbation expansions for molecular interaction energies

Grzegorz Chalasinski

International Journal of Quantum Chemistry, 1977

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Asymptotically improved convergence of optimized perturbation theory in the Bose-Einstein condensation problem

Marcus Pinto

Physical Review A, 2003

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Perturbation solutions of the semiclassical Wigner equation

George Makrakis

2014

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On the classical expansion of the perturbing function in individual orbital elements

Sergei Klioner

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