Astrophysical Journal, ISSN 0004-637X, 01/2017, Volume 834, Issue 2, p. 132

.... I have analyzed the possible singularities in the integral of scattering angle. There are possible singularities in the case of an attractive potential...

stars: interiors | stars: abundances | diffusion | REVISED ABUNDANCES | THERMONUCLEAR REACTION-RATES | OF-STATE TABLES | COMPOSITION GRADIENTS | MODELS | ASTRONOMY & ASTROPHYSICS | STELLAR PLASMAS | ELEMENT DIFFUSION | SOLAR CONVECTION ZONE | OPACITIES | HELIUM | Coulomb potential | Interpolation | Scattering angle | Accuracy | Singularities | Integrals | Mathematical models | Hermite polynomials | Coefficients | Collision dynamics | Physics - Solar and Stellar Astrophysics | COLLISION INTEGRALS | COMPARATIVE EVALUATIONS | COLLISIONS | ACCURACY | INTERPOLATION | HERMITE POLYNOMIALS | PLASMA | ASTROPHYSICS, COSMOLOGY AND ASTRONOMY | STRONG-COUPLING MODEL | STARS | DIFFUSION | STAR MODELS | COULOMB FIELD | SCATTERING

stars: interiors | stars: abundances | diffusion | REVISED ABUNDANCES | THERMONUCLEAR REACTION-RATES | OF-STATE TABLES | COMPOSITION GRADIENTS | MODELS | ASTRONOMY & ASTROPHYSICS | STELLAR PLASMAS | ELEMENT DIFFUSION | SOLAR CONVECTION ZONE | OPACITIES | HELIUM | Coulomb potential | Interpolation | Scattering angle | Accuracy | Singularities | Integrals | Mathematical models | Hermite polynomials | Coefficients | Collision dynamics | Physics - Solar and Stellar Astrophysics | COLLISION INTEGRALS | COMPARATIVE EVALUATIONS | COLLISIONS | ACCURACY | INTERPOLATION | HERMITE POLYNOMIALS | PLASMA | ASTROPHYSICS, COSMOLOGY AND ASTRONOMY | STRONG-COUPLING MODEL | STARS | DIFFUSION | STAR MODELS | COULOMB FIELD | SCATTERING

Journal Article

Journal of Chemical Physics, ISSN 0021-9606, 04/2015, Volume 142, Issue 13, p. 134104

Algorithms for the efficient calculation of two-electron integrals in the newly developed mixed ramp-Gaussian basis sets are presented, alongside a Fortran90 implementation of these algorithms, RAMPITUP...

ROW ATOMS | SLATER-TYPE ORBITALS | 2-ELECTRON INTEGRALS | CONSISTENT BASIS-SETS | RECURRENCE RELATIONS | PHYSICS, ATOMIC, MOLECULAR & CHEMICAL | NUCLEAR ATTRACTION INTEGRALS | CHEMISTRY, PHYSICAL | MOLECULAR WAVE-FUNCTIONS | ELECTRON REPULSION INTEGRALS | PRINCIPAL QUANTUM NUMBERS | COULOMB INTEGRALS | Quantum Theory | Algorithms | Models, Chemical | Time Factors | Models, Molecular | Software | Electrons | Ramps | Organic chemistry | Reduction | Nuclear magnetic resonance--NMR | Basis functions | Quantum chemistry | Integrals | FORTRAN | Density functional theory | Electron density | Quantum theory | CORRECTIONS | VELOCITY | DENSITY FUNCTIONAL METHOD | ELECTRONS | NUCLEAR MAGNETIC RESONANCE | INORGANIC, ORGANIC, PHYSICAL AND ANALYTICAL CHEMISTRY | ALGORITHMS | POTENTIALS | COMPARATIVE EVALUATIONS | COMPUTERIZED SIMULATION | MOLECULES | HARTREE-FOCK METHOD | INTEGRALS | REDUCTION | HYDROFLUORIC ACID | R CODES | CHEMISTRY | ELECTRON DENSITY

ROW ATOMS | SLATER-TYPE ORBITALS | 2-ELECTRON INTEGRALS | CONSISTENT BASIS-SETS | RECURRENCE RELATIONS | PHYSICS, ATOMIC, MOLECULAR & CHEMICAL | NUCLEAR ATTRACTION INTEGRALS | CHEMISTRY, PHYSICAL | MOLECULAR WAVE-FUNCTIONS | ELECTRON REPULSION INTEGRALS | PRINCIPAL QUANTUM NUMBERS | COULOMB INTEGRALS | Quantum Theory | Algorithms | Models, Chemical | Time Factors | Models, Molecular | Software | Electrons | Ramps | Organic chemistry | Reduction | Nuclear magnetic resonance--NMR | Basis functions | Quantum chemistry | Integrals | FORTRAN | Density functional theory | Electron density | Quantum theory | CORRECTIONS | VELOCITY | DENSITY FUNCTIONAL METHOD | ELECTRONS | NUCLEAR MAGNETIC RESONANCE | INORGANIC, ORGANIC, PHYSICAL AND ANALYTICAL CHEMISTRY | ALGORITHMS | POTENTIALS | COMPARATIVE EVALUATIONS | COMPUTERIZED SIMULATION | MOLECULES | HARTREE-FOCK METHOD | INTEGRALS | REDUCTION | HYDROFLUORIC ACID | R CODES | CHEMISTRY | ELECTRON DENSITY

Journal Article

Physical Review E - Statistical, Nonlinear, and Soft Matter Physics, ISSN 1539-3755, 03/2015, Volume 91, Issue 3, p. 033108

.... Recent fixed-node path-integral Monte Carlo (RPIMC) data are believed to be the most accurate for the UEG at finite temperature, but they become questionable at high degeneracy when the Brueckner parameter rs = a/a(B...

THERMODYNAMICS | COULOMB-SYSTEMS | PHYSICS, FLUIDS & PLASMAS | EXPANSION | DENSE HYDROGEN | DEGENERACY | SIMULATIONS | PHYSICS, MATHEMATICAL | PLASMA PHASE-TRANSITION | HOLE PLASMAS | HELIUM | HYDROGEN PLASMA | Physics - Strongly Correlated Electrons

THERMODYNAMICS | COULOMB-SYSTEMS | PHYSICS, FLUIDS & PLASMAS | EXPANSION | DENSE HYDROGEN | DEGENERACY | SIMULATIONS | PHYSICS, MATHEMATICAL | PLASMA PHASE-TRANSITION | HOLE PLASMAS | HELIUM | HYDROGEN PLASMA | Physics - Strongly Correlated Electrons

Journal Article

2012, 2nd ed., ISBN 9814397741, xxi, 919

Book

Journal of Chemical Physics, ISSN 0021-9606, 09/2007, Volume 127, Issue 11, pp. 114107 - 114107-7

We propose Cholesky decomposition (CD) of the atomic two-electron integral matrix as a robust and general technique for generating auxiliary basis sets for the density fitting approximation. The atomic CD (aCD...

LINEAR-RESPONSE THEORY | MATRIX | DENSITY FITTING APPROXIMATIONS | ATOMIC-ELECTRON DISTRIBUTIONS | COULOMB POTENTIALS | RESOLUTION | PHYSICS, ATOMIC, MOLECULAR & CHEMICAL | OPTICAL-ROTATION | LARGE MOLECULES | DERIVATIVES | IDENTITY APPROXIMATION | Naturvetenskap | Natural Sciences | Kemi | Theoretical Chemistry | Teoretisk kemi | Chemical Sciences

LINEAR-RESPONSE THEORY | MATRIX | DENSITY FITTING APPROXIMATIONS | ATOMIC-ELECTRON DISTRIBUTIONS | COULOMB POTENTIALS | RESOLUTION | PHYSICS, ATOMIC, MOLECULAR & CHEMICAL | OPTICAL-ROTATION | LARGE MOLECULES | DERIVATIVES | IDENTITY APPROXIMATION | Naturvetenskap | Natural Sciences | Kemi | Theoretical Chemistry | Teoretisk kemi | Chemical Sciences

Journal Article

Journal of Physics A: Mathematical and Theoretical, ISSN 1751-8113, 11/2012, Volume 45, Issue 47, pp. 475201 - 26

.... We assume that the Hamiltonian is rotationally invariant and parity conserving and identify all such systems which allow additional integrals of motion that are second-order matrix polynomials in the momenta...

SPACE | PARTICLE | PHYSICS, MULTIDISCIPLINARY | CLASSICAL MECHANICS | EXACT SOLVABILITY | 3RD-ORDER INTEGRALS | POTENTIALS | QUANTUM-MECHANICS | PHYSICS, MATHEMATICAL | Coulomb potential | Integrals | Mathematical analysis | Particles (of physics) | Texts | Scalars | Polynomials | Vectors (mathematics) | Invariants

SPACE | PARTICLE | PHYSICS, MULTIDISCIPLINARY | CLASSICAL MECHANICS | EXACT SOLVABILITY | 3RD-ORDER INTEGRALS | POTENTIALS | QUANTUM-MECHANICS | PHYSICS, MATHEMATICAL | Coulomb potential | Integrals | Mathematical analysis | Particles (of physics) | Texts | Scalars | Polynomials | Vectors (mathematics) | Invariants

Journal Article

Journal of Chemical Physics, ISSN 0021-9606, 04/2015, Volume 142, Issue 15, p. 154106

A new estimator for three-center two-particle Coulomb integrals is presented. Our estimator is exact for some classes of integrals and is much more efficient...

AUXILIARY BASIS-SETS | RESOLUTION | PHYSICS, ATOMIC, MOLECULAR & CHEMICAL | IMPLEMENTATION | SYSTEMS | HARTREE-FOCK | EFFICIENCY | ELECTRON CORRELATION METHODS | RI-MP2 | ACCURACY | Electronic structure | Tightness | Basis functions | Upper bounds | Integrals | Physics - Chemical Physics | INTEGRALS | PARTICLES | CLASSICAL AND QUANTUM MECHANICS, GENERAL PHYSICS | MANY-BODY PROBLEM | STANDARDS | ELECTRONIC STRUCTURE | COULOMB FIELD

AUXILIARY BASIS-SETS | RESOLUTION | PHYSICS, ATOMIC, MOLECULAR & CHEMICAL | IMPLEMENTATION | SYSTEMS | HARTREE-FOCK | EFFICIENCY | ELECTRON CORRELATION METHODS | RI-MP2 | ACCURACY | Electronic structure | Tightness | Basis functions | Upper bounds | Integrals | Physics - Chemical Physics | INTEGRALS | PARTICLES | CLASSICAL AND QUANTUM MECHANICS, GENERAL PHYSICS | MANY-BODY PROBLEM | STANDARDS | ELECTRONIC STRUCTURE | COULOMB FIELD

Journal Article

Journal of Computational Physics, ISSN 0021-9991, 08/2013, Volume 247, pp. 62 - 78

We present a treecode-accelerated boundary integral (TABI) solver for electrostatics of solvated biomolecules described by the linear Poissonâ€“Boltzmann equation...

Poissonâ€“Boltzmann equation | Treecode | Solvated biomolecule | Electrostatics | Boundary integral equation | Poisson-Boltzmann equation | MOLECULAR-SURFACES | ELEMENT METHOD | SCREENED COULOMB INTERACTIONS | 3 DIMENSIONS | PHYSICS, MATHEMATICAL | N-BODY SIMULATIONS | ADAPTIVE FAST MULTIPOLE | COMPUTER SCIENCE, INTERDISCIPLINARY APPLICATIONS | DYNAMICS | SYSTEMS | EQUATION | PARALLEL | Biochemistry

Poissonâ€“Boltzmann equation | Treecode | Solvated biomolecule | Electrostatics | Boundary integral equation | Poisson-Boltzmann equation | MOLECULAR-SURFACES | ELEMENT METHOD | SCREENED COULOMB INTERACTIONS | 3 DIMENSIONS | PHYSICS, MATHEMATICAL | N-BODY SIMULATIONS | ADAPTIVE FAST MULTIPOLE | COMPUTER SCIENCE, INTERDISCIPLINARY APPLICATIONS | DYNAMICS | SYSTEMS | EQUATION | PARALLEL | Biochemistry

Journal Article

Journal of Electrostatics, ISSN 0304-3886, 02/2017, Volume 85, pp. 52 - 60

.... The result, conveniently expressed in integral form, shows the unique behavior of the system as dimensionality increases...

Uniformly charged d-cube | Physics-based numerical method | Electrostatic potential | Coulomb interaction | SYSTEM | DIMENSIONS | SQUARE | ELECTRONS | GENERALIZED THOMSON PROBLEM | CRYSTAL | ENGINEERING, ELECTRICAL & ELECTRONIC | Case studies | Plasma physics | Analysis | Methods

Uniformly charged d-cube | Physics-based numerical method | Electrostatic potential | Coulomb interaction | SYSTEM | DIMENSIONS | SQUARE | ELECTRONS | GENERALIZED THOMSON PROBLEM | CRYSTAL | ENGINEERING, ELECTRICAL & ELECTRONIC | Case studies | Plasma physics | Analysis | Methods

Journal Article

Molecular Physics: Molecular Quantum Mechanics, Uppsala, Sweden Meeting June 26 - 1 July 2016, ISSN 0026-8976, 09/2017, Volume 115, Issue 17-18, pp. 2052 - 2064

The density-fitting technique for approximating electron-repulsion integrals relies on the quality of auxiliary basis sets...

Cholesky decomposition | density fitting | linear scaling | Quantum chemistry | LÃ¶wdin's inner projections | AUXILIARY BASIS-SETS | DENSITY FITTING APPROXIMATIONS | SPIN-STATE ENERGETICS | HARTREE-FOCK EXCHANGE | INTERACTION ENERGIES | PHYSICS, ATOMIC, MOLECULAR & CHEMICAL | CHEMISTRY, PHYSICAL | ELECTRONIC-STRUCTURE CALCULATIONS | COUPLED-CLUSTER | APPROXIMATE COULOMB POTENTIALS | Lowdin's inner projections | PAIR-ATOMIC-RESOLUTION | CHOLESKY DECOMPOSITIONS | Formulations | Parameter estimation | Mathematical analysis | Integrals

Cholesky decomposition | density fitting | linear scaling | Quantum chemistry | LÃ¶wdin's inner projections | AUXILIARY BASIS-SETS | DENSITY FITTING APPROXIMATIONS | SPIN-STATE ENERGETICS | HARTREE-FOCK EXCHANGE | INTERACTION ENERGIES | PHYSICS, ATOMIC, MOLECULAR & CHEMICAL | CHEMISTRY, PHYSICAL | ELECTRONIC-STRUCTURE CALCULATIONS | COUPLED-CLUSTER | APPROXIMATE COULOMB POTENTIALS | Lowdin's inner projections | PAIR-ATOMIC-RESOLUTION | CHOLESKY DECOMPOSITIONS | Formulations | Parameter estimation | Mathematical analysis | Integrals

Journal Article

11.
Full Text
Path integral Monte Carlo simulation of degenerate electrons: Permutation-cycle properties

The Journal of Chemical Physics, ISSN 0021-9606, 07/2019, Volume 151, Issue 1, p. 014108

Being motivated by the surge of fermionic quantum Monte Carlo simulations at finite temperature, we present a detailed analysis of the permutation-cycle properties of path integral Monte Carlo (PIMC...

PHYSICS, ATOMIC, MOLECULAR & CHEMICAL | GAS | CHEMISTRY, PHYSICAL | COMPUTER-SIMULATION | SIGN PROBLEM | SYSTEMS | COMPUTATION | RANGED COULOMB FORCES | Permutations | Fermions | Computer simulation | Integrals | Size effects | Monte Carlo simulation | Electrons | Electron gas

PHYSICS, ATOMIC, MOLECULAR & CHEMICAL | GAS | CHEMISTRY, PHYSICAL | COMPUTER-SIMULATION | SIGN PROBLEM | SYSTEMS | COMPUTATION | RANGED COULOMB FORCES | Permutations | Fermions | Computer simulation | Integrals | Size effects | Monte Carlo simulation | Electrons | Electron gas

Journal Article

Journal of Chemical Physics, ISSN 0021-9606, 11/2015, Volume 143, Issue 20, p. 204101

.... Until recently, the only existing first-principle results had been obtained for N = 33 electrons with restricted path integral Monte Carlo (RPIMC...

MATRIX | PLASMA | PHYSICS, ATOMIC, MOLECULAR & CHEMICAL | COMPUTER-SIMULATION | SIGN PROBLEM | SYSTEMS | STATE | DENSE HYDROGEN | COMPUTATION | RANGED COULOMB FORCES | EQUATION | Permutations | First principles | Computer simulation | Integrals | Density functional theory | Dense plasmas | Monte Carlo simulation | Electron gas

MATRIX | PLASMA | PHYSICS, ATOMIC, MOLECULAR & CHEMICAL | COMPUTER-SIMULATION | SIGN PROBLEM | SYSTEMS | STATE | DENSE HYDROGEN | COMPUTATION | RANGED COULOMB FORCES | EQUATION | Permutations | First principles | Computer simulation | Integrals | Density functional theory | Dense plasmas | Monte Carlo simulation | Electron gas

Journal Article

Physical Review E - Statistical, Nonlinear, and Soft Matter Physics, ISSN 1539-3755, 10/2015, Volume 92, Issue 4, p. 043301

Previous papers by the authors report that they obtained compact, arbitrarily accurate expressions for two-center, one- and two-electron relativistic molecular integrals expressed over Slater-type orbitals...

NUCLEAR-ATTRACTION INTEGRALS | SLATER-TYPE ORBITALS | ELECTRON-REPULSION INTEGRALS | PHYSICS, FLUIDS & PLASMAS | OVERLAP INTEGRALS | MULTICENTER INTEGRALS | 2-ELECTRON COULOMB INTEGRALS | BASIS-SETS | PRINCIPAL QUANTUM NUMBERS | NUMERICAL EVALUATION | ADDITION THEOREMS | PHYSICS, MATHEMATICAL

NUCLEAR-ATTRACTION INTEGRALS | SLATER-TYPE ORBITALS | ELECTRON-REPULSION INTEGRALS | PHYSICS, FLUIDS & PLASMAS | OVERLAP INTEGRALS | MULTICENTER INTEGRALS | 2-ELECTRON COULOMB INTEGRALS | BASIS-SETS | PRINCIPAL QUANTUM NUMBERS | NUMERICAL EVALUATION | ADDITION THEOREMS | PHYSICS, MATHEMATICAL

Journal Article

Annals of Physics, ISSN 0003-4916, 12/2014, Volume 351, pp. 407 - 417

At 2-loop order, Feynman integrals in the Coulomb gauge are divergent over the internal energy variables...

Coulomb gauge | Effective action | QCD | PHYSICS, MULTIDISCIPLINARY | Quantum field theory | Coulomb friction | Green's functions | Gluons | Integrals | Mathematical analysis | Gages | Convergence | Gauges | Internal energy | GREEN FUNCTION | PHYSICS OF ELEMENTARY PARTICLES AND FIELDS | QUANTUM CHROMODYNAMICS | CLASSICAL AND QUANTUM MECHANICS, GENERAL PHYSICS | CONVERGENCE | GLUONS | ACTION INTEGRAL | FEYNMAN PATH INTEGRAL | GAUGE INVARIANCE

Coulomb gauge | Effective action | QCD | PHYSICS, MULTIDISCIPLINARY | Quantum field theory | Coulomb friction | Green's functions | Gluons | Integrals | Mathematical analysis | Gages | Convergence | Gauges | Internal energy | GREEN FUNCTION | PHYSICS OF ELEMENTARY PARTICLES AND FIELDS | QUANTUM CHROMODYNAMICS | CLASSICAL AND QUANTUM MECHANICS, GENERAL PHYSICS | CONVERGENCE | GLUONS | ACTION INTEGRAL | FEYNMAN PATH INTEGRAL | GAUGE INVARIANCE

Journal Article

Annals of Physics, ISSN 0003-4916, 2009, Volume 324, Issue 7, pp. 1516 - 1546

We formulate scattering theory in the framework of a surface-integral approach utilizing analytically known asymptotic forms of the two-body and three-body scattering wavefunctions...

Coulomb breakup | Renormalization | Few-body systems | Scattering theory | COULOMB SCATTERING | PHYSICS, MULTIDISCIPLINARY | POTENTIALS | 3 CHARGED-PARTICLES | ASYMPTOTIC FORM | WAVE-FUNCTION | ELECTRON-HYDROGEN COLLISIONS | SCHWINGER EQUATIONS | CONVERGENCE | CONTINUUM | IONIZATION | Analysis | Atmospheric physics | Mathematics | Theory | Scattering | Physics | Definitions | INTEGRALS | NUCLEAR PHYSICS AND RADIATION PHYSICS | TWO-BODY PROBLEM | CHARGED PARTICLES | POTENTIAL SCATTERING | AMPLITUDES | THREE-BODY PROBLEM | ASYMPTOTIC SOLUTIONS | RENORMALIZATION | WAVE FUNCTIONS

Coulomb breakup | Renormalization | Few-body systems | Scattering theory | COULOMB SCATTERING | PHYSICS, MULTIDISCIPLINARY | POTENTIALS | 3 CHARGED-PARTICLES | ASYMPTOTIC FORM | WAVE-FUNCTION | ELECTRON-HYDROGEN COLLISIONS | SCHWINGER EQUATIONS | CONVERGENCE | CONTINUUM | IONIZATION | Analysis | Atmospheric physics | Mathematics | Theory | Scattering | Physics | Definitions | INTEGRALS | NUCLEAR PHYSICS AND RADIATION PHYSICS | TWO-BODY PROBLEM | CHARGED PARTICLES | POTENTIAL SCATTERING | AMPLITUDES | THREE-BODY PROBLEM | ASYMPTOTIC SOLUTIONS | RENORMALIZATION | WAVE FUNCTIONS

Journal Article

Computer Physics Communications, ISSN 0010-4655, 01/2017, Volume 210, pp. 45 - 53

We present a new approach based on real time domain Feynman path integrals (RTPI) for electronic structure calculations and quantum dynamics, which includes correlations between particles exactly but within the numerical accuracy...

Quantum dynamics | Monte Carlo | Strong correlation | Path integral | Hookeâ€™s atom | First-principles | Hooke's atom | Monte Carlo methods | Correlation | Confinement | Coulomb friction | Computer simulation | Integrals | Mathematical analysis | Mathematical models

Quantum dynamics | Monte Carlo | Strong correlation | Path integral | Hookeâ€™s atom | First-principles | Hooke's atom | Monte Carlo methods | Correlation | Confinement | Coulomb friction | Computer simulation | Integrals | Mathematical analysis | Mathematical models

Journal Article

Physics of Plasmas, ISSN 1070-664X, 09/2013, Volume 20, Issue 9, p. 93504

Choice of an appropriate form of shielding distance in the estimation of collision integrals under screened coulomb potential for two-temperature non-equilibrium plasma is addressed...

TRANSPORT-COEFFICIENTS | OXYGEN | GASES | HYDROGEN | ARC | CONDUCTIVITY | PHYSICS, FLUIDS & PLASMAS | IONIZED ARGON | NITROGEN | RADIATION | Coulomb potential | Nitrogen plasma | Property values | Integrals | Shielding | Nonequilibrium plasmas | Charged particles | Collision avoidance | Formalism | Collision dynamics | SHIELDING | DISTANCE | CLASSICAL AND QUANTUM MECHANICS, GENERAL PHYSICS | ELECTRONS | NON-EQUILIBRIUM PLASMA | PROPERTY VALUES | DIELECTRIC PROPERTIES | COLLISION INTEGRALS | INTERACTIONS | COULOMB FIELD

TRANSPORT-COEFFICIENTS | OXYGEN | GASES | HYDROGEN | ARC | CONDUCTIVITY | PHYSICS, FLUIDS & PLASMAS | IONIZED ARGON | NITROGEN | RADIATION | Coulomb potential | Nitrogen plasma | Property values | Integrals | Shielding | Nonequilibrium plasmas | Charged particles | Collision avoidance | Formalism | Collision dynamics | SHIELDING | DISTANCE | CLASSICAL AND QUANTUM MECHANICS, GENERAL PHYSICS | ELECTRONS | NON-EQUILIBRIUM PLASMA | PROPERTY VALUES | DIELECTRIC PROPERTIES | COLLISION INTEGRALS | INTERACTIONS | COULOMB FIELD

Journal Article

Journal of Computational Physics, ISSN 0021-9991, 12/2015, Volume 302, Issue C, pp. 329 - 335

Electron repulsion integral tensor has ubiquitous applications in electronic structure computations...

Electronic structure | Coulomb repulsion integral | Column selection | Tensor compression | COMPUTER SCIENCE, INTERDISCIPLINARY APPLICATIONS | APPROXIMATION | MATRICES | ALGORITHM | FAST MULTIPOLE METHOD | PHYSICS, MATHEMATICAL | Algorithms | Orbitals | Tensors | Format | Computation | Integrals | Mathematical analysis | Mathematical models

Electronic structure | Coulomb repulsion integral | Column selection | Tensor compression | COMPUTER SCIENCE, INTERDISCIPLINARY APPLICATIONS | APPROXIMATION | MATRICES | ALGORITHM | FAST MULTIPOLE METHOD | PHYSICS, MATHEMATICAL | Algorithms | Orbitals | Tensors | Format | Computation | Integrals | Mathematical analysis | Mathematical models

Journal Article