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Richard L. Hall

Richard L. Hall

D-Index & Metrics

Mathematics

D-Index
36
Citations
4854
World Ranking
2664
National Ranking
107

Overview

Richard L. Hall is affiliated with Concordia University in Canada and focuses on research in the fields of Physics and Astronomy. Their work spans various subfields including Statistical and Nonlinear Physics, Atomic and Molecular Physics and Optics, as well as Applied Mathematics.

The scientist's research covers several main topics, particularly in Quantum Mechanics and Non-Hermitian Physics, Quantum Chaos and Dynamical Systems, Mathematical Functions and Polynomials, and Nonlinear Photonic Systems.

Among recent publications, two papers highlight ongoing contributions:

  • Asymptotic iteration method for the inverse power potentials, 2021, published in The European Physical Journal Plus
  • Refining the general comparison theorem for the Klein-Gordon equation, 2021, published in International Journal of Modern Physics E

Frequent co-authors include Nasser Saad and Hassan Harb, each having collaborated on at least one publication.

The primary venues where the scientist's work has appeared are:

  • The European Physical Journal Plus
  • International Journal of Modern Physics E

Best Publications

  • Asymptotic iteration method for eigenvalue problems

    Hakan Ciftci;Richard L Hall;Nasser Saad

  • Construction of exact solutions to eigenvalue problems by the asymptotic iteration method

    Hakan Ciftci;Richard L Hall;Nasser Saad

  • Perturbation theory in a framework of iteration methods

    Hakan Ciftci;Richard L. Hall;Nasser Saad

  • Many-particle systems: IV. Short-range interactions

    R L Hall;H R Post

  • Iterative solutions to the Dirac equation

    Hakan Ciftci;Richard L. Hall;Nasser Saad

  • Criterion for polynomial solutions to a class of linear differential equation of second order

    Nasser Saad;Richard L. Hall;Hakan Ciftci

  • Amoeboid movement as a correlated walk

    R. L. Hall

  • Criterion for polynomial solutions to a class of linear differential equations of second order

    Nasser Saad;Richard L Hall;Hakan Ciftci

  • Physical applications of second-order linear differential equations that admit polynomial solutions

    Hakan Ciftci;Richard L Hall;Nasser Saad;Ebubekir Dogu

  • A geometrical theory of energy trajectories in quantum mechanics

    Richard L. Hall

  • The lattice dynamics of gallium phosphide

    P H Borcherds;R L Hall;K Kunc;G F Alfrey

  • Spiked harmonic oscillators

    Richard L. Hall;Nasser Saad;Attila B. von Keviczky

  • Envelope theory in spectral geometry

    Richard L. Hall

  • The Yukawa and Hulthen potentials in quantum mechanics

    R L Hall

  • Discrete Spectra of Semirelativistic Hamiltonians

    Richard Hall;Wolfgang Lucha;F. F. Schoeberl

  • Kinetic potentials in quantum mechanics

    Richard L. Hall

  • Bound states of three identical bosons

    J.W. Humberston;R.L. Hall;T.A. Osborn

  • Relativistic N-boson systems bound by pair potentials V(rij)=g(rij2)

    Richard L. Hall;Wolfgang Lucha;Franz F. Schöberl

  • The Klein-Gordon equation with the Kratzer potential in d dimensions

    Nasser Saad;Richard L. Hall;Hakan Ciftci

  • Energy trajectories for the N-boson problem by the method of potential envelopes

    Richard L. Hall

  • Spectral geometry of power-law potentials in quantum mechanics

    Richard L. Hall

Frequent Co-Authors

Michael D. Perlman
Michael D. Perlman University of Washington

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