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H. E. Moses - MaRDI portal

H. E. Moses

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Person:653185

Available identifiers

zbMath Open moses.harry-eMaRDI QIDQ653185

List of research outcomes

PublicationDate of PublicationType
Errata: ``Helicity representations of the coordinate momentum and angular momentum operators2012-01-07Paper
Helicity representations of the coordinate, momentum, and angular momentum operators2012-01-07Paper
Magnetic forces on current circuits when there are no photons in the electromagnetic field2008-10-14Paper
The role of the irreducible representations of the Poincaré group in solving Maxwell’s equations2004-12-15Paper
The wave function of the Lyman-alpha photon. I: The wave function in the angular and linear momentum representations2004-03-18Paper
The wave function of the Lyman-alpha photon. II: The shape, position, and trajectory of the photon.2002-01-01Paper
Initial conditions, sources, and currents for prescribed time-dependent acoustic and electromagnetic fields in three dimensions, Part I: The inverse initial value problem. Acoustic and electromagnetic "bullets," expanding waves, and imploding waves2000-09-11Paper
Bounds for the exact matrix elements for radiation processes in hydrogenic atoms. II1995-04-05Paper
Propagation of an Electromagnetic Field Through a Planar Slab1994-03-01Paper
The general and asymptotic solution of the elastic wave equation in an unbounded medium1994-01-26Paper
Bounds for the Appell function \(F_ 2\)1993-08-18Paper
Decay of the Relative Error in the Formation of Acoustic Bullets1993-06-29Paper
The ‘‘onion vortex’’: An adiabatic, steady-state flow of a perfect gas in the infinite domain1992-06-28Paper
The general solution of the three-dimensional acoustic equation and of Maxwell’s equations in the infinite domain in terms of the asymptotic solution in the wave zone1992-06-28Paper
The general solution of the time-dependent Maxwell’s equations in an infinite medium with constant conductivity1990-01-01Paper
Acoustic and Electromagnetic Bullets: Derivation of New Exact Solutions of the Acoustic and Maxwell’s Equations1990-01-01Paper
Exact solutions of the three-dimensional scalar wave equation and Maxwell's equations from the approximate solutions in the wave zone through the use of the Radon transform1989-01-01Paper
A refinement of the Radon transform and its inverse1989-01-01Paper
The time-dependent inverse source problem for the acoustic and electromagnetic equations in the one- and three-dimensional cases1984-01-01Paper
Eigenvalues and eigenfunctions associated with the Gel’fand–Levitan equation1984-01-01Paper
The Gel’fand–Levitan equation on a finite interval1983-01-01Paper
The use of comparison filters in linear filter theory1983-01-01Paper
Parity-dependent potentials for the one-dimensional Schrodinger equation obtained from inverse spectral theory1983-01-01Paper
Exact solutions of the one-dimensional acoustic wave equations for several new velocity profiles: Transmission and reflection coefficients1982-01-01Paper
An Explicit Example of a Local and a Nonlocal Potential Whose Hamiltonians Are Unitarily Equivalent and Whose Scattering Operators Are Identical1982-01-01Paper
The Gel’fand–Levitan equation can give simple examples of non-self-adjoint operators with complete eigenfunctions and spectral representations. I. Ghosts and resonances1980-01-01Paper
A kernel of Gel’fand–Levitan type for the three-dimensional Schrödinger equation1980-01-01Paper
https://portal.mardi4nfdi.de/entity/Q39093731980-01-01Paper
A variational principle for the linear filter matrix and an interpretation for the maximum value of the functional1979-01-01Paper
Gel’fand–Levitan equations with comparison measures and comparison potentials1979-01-01Paper
Jost solutions and Green’s functions for the three-dimensional Schrödinger equation1979-01-01Paper
An Example of the Effect of Rescaling of the Reflection Coefficient on the Scattering Potential for the One-Dimensional Schrodinger Equation1979-01-01Paper
A Generalization of the Direct and Inverse Problem for the Radial Schrödinger Equation1978-01-01Paper
A variational principle for transport theory1978-01-01Paper
Direct-inverse problems in transport theory. 1. The inverse problem1978-01-01Paper
A generalization of the Gel’fand–Levitan equation for the one-dimensional Schrödinger equation1977-01-01Paper
A variational principle for the Gel’fand–Levitan equation and the Korteweg–de Vries equation1977-01-01Paper
An integral equation for the Gel’fand–Levitan kernel in terms of the scattering potential in the one-dimensional case1975-01-01Paper
https://portal.mardi4nfdi.de/entity/Q40583791974-01-01Paper
The expansion of physical quantities in terms of the irreducible representations of the scale-Euclidean group and applications to the construction of scale-invariant correlation functions. II: Three- dimensional problems; generalizations of the Helmholtz vector decomposition theorem1973-01-01Paper
An exact solution of Euler's equations for the motion of a gas on a rotating sphere with gravity1973-01-01Paper
The expansion of physical quantities in terms of the irreducible representations of the scale-Euclidean group and applications to the construction of scale-invariant correlation functions. I: Concepts. One- dimensional problems1972-01-01Paper
https://portal.mardi4nfdi.de/entity/Q56606861972-01-01Paper
The application of ray representations of translation groups to the motion of an electron in a crystal lattice1971-01-01Paper
Eigenfunctions of the Curl Operator, Rotationally Invariant Helmholtz Theorem, and Applications to Electromagnetic Theory and Fluid Mechanics1971-01-01Paper
Eigenfunctions of the Curl Operator, Rotationally Invariant Helmholtz Theorem, and Applications to Electromagnetic Theory and Fluid Mechanics1971-01-01Paper
https://portal.mardi4nfdi.de/entity/Q56293441971-01-01Paper
Reduction of the Direct Product of Representations of the Poincaré Group1970-01-01Paper
Reduction of Reducible Representations of the Poincaré Group to Standard Helicity Representations1968-01-01Paper
Irreducible representations of the rotation group in terms of the axis and angle of rotation. II: Orthogonality relations between matrix elements and representations of rotations in the parameter space1967-01-01Paper
Generalized surface harmonics1967-01-01Paper
Integration of the infinitesimal generators of the inhomogeneous Lorentz group and application to the transformation of the wave dunction1967-01-01Paper
Irreducible representations of the rotation group in terms of the axis and angle of rotation1966-01-01Paper
Representations of the Inhomogeneous Lorentz Group in Terms of an Angular Momentum Basis: Derivation for the Cases of Nonzero Mass and Zero Mass, Discrete Spin1965-01-01Paper
Irreducible representations of the rotation group in terms of Euler's theorem1965-01-01Paper
Transformation from a Linear Momentum to an Angular Momentum Basis for Particles of Zero Mass and Finite Spin1965-01-01Paper
Transformation from a Linear Momentum to an Angular Momentum Basis for Relativistic Particles of Nonzero Mass and Any Spin1965-01-01Paper
Generalizations of the Jost Functions1964-01-01Paper
The Representations of the Inhomogeneous Lorentz Group in Terms of an Angular Momentum Basis1964-01-01Paper
Exponential representation of complex Lorentz matrices1963-01-01Paper
Equivalence and Antiequivalence of Irreducible Sets of Operators. I. Finite Dimensional Spaces1963-01-01Paper
Simple Realizations of the Infinitesimal Generators of the Proper Orthochronous Inhomogeneous Lorentz Group for Mass Zero1962-01-01Paper
An angular momentum Helmholtz Theorem1961-01-01Paper
Reply to Dr. Shewell’s criticism1961-01-01Paper
A simple verification of the Gelfand‐Levitan equation for the three‐dimensional scattering problem1961-01-01Paper
Dirac-Like Wave Equations for Particles of Nonzero Rest Mass, and Their Quantization1960-01-01Paper
Uniqueness of the orbital angular momentum operators1960-01-01Paper
Solution of Maxwell's Equations in Terms of a Spinor Notation: the Direct and Inverse Problem1959-01-01Paper
Potentials with zero scattering phase1959-01-01Paper
A spinor representation of maxwell’s equations1958-01-01Paper
https://portal.mardi4nfdi.de/entity/Q32525591957-01-01Paper
Calculation of the Scattering Potential from Reflection Coefficients1956-01-01Paper
Reflectionless Transmission through Dielectrics and Scattering Potentials1956-01-01Paper
The scattering operator and the adiabatic theorem1955-01-01Paper
The determination of the scattering potential from the spectral measure function1955-01-01Paper
Canonical Transformation for an Electron-Positron Field Coupled to a Time-Independent Electromagnetic Field. II1954-01-01Paper
Application of Variational Principles to Scattering Problems1954-01-01Paper
The Canonical Transformation for an Electron-Positron Field Coupled to a Time-Independent Electromagnetic Field1953-01-01Paper
Exchange Scattering in a Three-Body Problem1953-01-01Paper
The Formulation of the Kohn-Hulthén Variational Principle in Terms of the Scattering Operator Formalism1953-01-01Paper
A note on the application of Schwinger’s variational principle to Dirac’s equation of the electron1953-01-01Paper

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