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ACCEDER A LA PUBLICACIÓN: Scopus Orcid Dialnet

Computational Mechanics (Q2), Fluid Flow and Transfer Processes (Q1), Information Systems (Q2), Mathematical Physics (Q2), Mechanics of Materials (Q2), Physical and Theoretical Chemistry (Q2), Statistical and Nonlinear Physics (Q3), Statistics and Probability (Q3)

JCR: 1.566

SJR: 0.674

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AUTORES DE LA UEX

OTRAS PUBLICACIONES DE INTERÉS

Trajectories Of The S-Matrix Poles In The Complex Wavenumber Plane
Statistical Magnitudes And The Chiral Tunneling In Bilayer Graphene: Influence Of Evanescent Waves
Statistical Measures And The Klein Tunneling In Single-Layer Graphene
Statistical Magnitudes And The Chiral Tunneling In Bilayer Graphene: Influence Of Evanescent Waves
Statistical Measures And The Klein Tunneling In Single-Layer Graphene
Study Of A Quantum Scattering Process By Means Of Entropic Measures
Statistical Measures And The Klein Tunneling In Single-Layer Graphene
Study Of A Quantum Scattering Process By Means Of Entropic Measures
Shape Of Traveling Densities With Extremum Statistical Complexity
Study Of A Quantum Scattering Process By Means Of Entropic Measures
Shape Of Traveling Densities With Extremum Statistical Complexity
Calculation Of Statistical Entropic Measures In A Model Of Solids
Shape Of Traveling Densities With Extremum Statistical Complexity
Calculation Of Statistical Entropic Measures In A Model Of Solids
Statistical Measures And Magic Numbers In Metal Clusters
Calculation Of Statistical Entropic Measures In A Model Of Solids
Statistical Measures And Magic Numbers In Metal Clusters
Evidence Of Magic Numbers In Nuclei By Statistical Indicators
Statistical Measures And Magic Numbers In Metal Clusters
Evidence Of Magic Numbers In Nuclei By Statistical Indicators
Equilibrium Distributions In Open And Closed Statistical Systems
Evidence Of Magic Numbers In Nuclei By Statistical Indicators
Equilibrium Distributions In Open And Closed Statistical Systems
Statistical Complexity In Traveling Densities
Equilibrium Distributions In Open And Closed Statistical Systems
Statistical Complexity In Traveling Densities
Complexity Invariance By Replication In The Quantum Square Well
Statistical Complexity In Traveling Densities
Complexity Invariance By Replication In The Quantum Square Well
A Generalized Statistical Complexity Measure: Applications To Quantum Systems
Complexity Invariance By Replication In The Quantum Square Well
A Generalized Statistical Complexity Measure: Applications To Quantum Systems
Alternative Evaluation Of Statistical Indicators In Atoms: The Non-Relativistic And Relativistic Cases
A Generalized Statistical Complexity Measure: Applications To Quantum Systems
Alternative Evaluation Of Statistical Indicators In Atoms: The Non-Relativistic And Relativistic Cases
Complexity And White-Dwarf Structure
Alternative Evaluation Of Statistical Indicators In Atoms: The Non-Relativistic And Relativistic Cases
Complexity And White-Dwarf Structure
Equiprobability, Entropy, Gamma Distributions And Other Geometrical Questions In Multi-Agent Systems
Complexity And White-Dwarf Structure
Equiprobability, Entropy, Gamma Distributions And Other Geometrical Questions In Multi-Agent Systems
Statistical Complexity And Fisher-Shannon Information In The H-Atom
Equiprobability, Entropy, Gamma Distributions And Other Geometrical Questions In Multi-Agent Systems
Statistical Complexity And Fisher-Shannon Information In The H-Atom
A Geometrical Derivation Of The Boltzmann Factor
Statistical Complexity And Fisher-Shannon Information In The H-Atom
A Geometrical Derivation Of The Boltzmann Factor
Some Features Of The Statistical Complexity, Fisher-Shannon Information And Bohr-Like Orbits In The Quantum Isotropic Harmonic Oscillator
A Geometrical Derivation Of The Boltzmann Factor
Some Features Of The Statistical Complexity, Fisher-Shannon Information And Bohr-Like Orbits In The Quantum Isotropic Harmonic Oscillator
Lower Bounds For The Energy Of A Many-Body Model
Some Features Of The Statistical Complexity, Fisher-Shannon Information And Bohr-Like Orbits In The Quantum Isotropic Harmonic Oscillator
Lower Bounds For The Energy Of A Many-Body Model
Electrons Trapped In An Anisotropic Parabolic Potential Well, Thomas-Fermi Approach
Lower Bounds For The Energy Of A Many-Body Model
Electrons Trapped In An Anisotropic Parabolic Potential Well, Thomas-Fermi Approach
Venus Atmosphere Profile From A Maximum Entropy Principle
Electrons Trapped In An Anisotropic Parabolic Potential Well, Thomas-Fermi Approach
Venus Atmosphere Profile From A Maximum Entropy Principle
The Exactly Solvable Self-Gravitating Fermion Cluster In Two Dimensions
Venus Atmosphere Profile From A Maximum Entropy Principle
The Exactly Solvable Self-Gravitating Fermion Cluster In Two Dimensions
Electrons In A Box: Thomas-Fermi Solution
The Exactly Solvable Self-Gravitating Fermion Cluster In Two Dimensions
Electrons In A Box: Thomas-Fermi Solution
A Maximum Entropy Profile For The Mesosphere
Electrons In A Box: Thomas-Fermi Solution
A Maximum Entropy Profile For The Mesosphere
Electrons In A Shell And The Virial Theorem
A Maximum Entropy Profile For The Mesosphere
Electrons In A Shell And The Virial Theorem
The Virial Theorem And The Atmosphere
Electrons In A Shell And The Virial Theorem
The Virial Theorem And The Atmosphere
Resolution Of Two New Thomas-Fermi Problems
The Virial Theorem And The Atmosphere
Resolution Of Two New Thomas-Fermi Problems
Characteristic Length Scales In Quantum Many-Body Systems
Resolution Of Two New Thomas-Fermi Problems
Characteristic Length Scales In Quantum Many-Body Systems
Bosons In A Shell: Hartree Solution
Characteristic Length Scales In Quantum Many-Body Systems
Bosons In A Shell: Hartree Solution
Electrons In A Shell: The Thomas-Fermi Solution
Bosons In A Shell: Hartree Solution
Electrons In A Shell: The Thomas-Fermi Solution
Bounds For The Mass Of The Atmosphere
Electrons In A Shell: The Thomas-Fermi Solution
Bounds For The Mass Of The Atmosphere
A Model Of The Planetary Figure
Bounds For The Mass Of The Atmosphere
A Model Of The Planetary Figure
Simple Analysis Of Slowly Rotating Semidegenerate Spheroids Of Fermions
A Model Of The Planetary Figure
Simple Analysis Of Slowly Rotating Semidegenerate Spheroids Of Fermions
Fractal Dimension Of Lightning Discharge
Simple Analysis Of Slowly Rotating Semidegenerate Spheroids Of Fermions
Fractal Dimension Of Lightning Discharge
Variational Methods To Calculate The Hydrostatic Structure Of Rotating Planets
Fractal Dimension Of Lightning Discharge
Variational Methods To Calculate The Hydrostatic Structure Of Rotating Planets
Free Atoms At Finite Temperature: Coherent And Incoherent Scattering Functions
Variational Methods To Calculate The Hydrostatic Structure Of Rotating Planets
Free Atoms At Finite Temperature: Coherent And Incoherent Scattering Functions
A Mass Formula For The Energy Of Metal Clusters
Free Atoms At Finite Temperature: Coherent And Incoherent Scattering Functions
A Mass Formula For The Energy Of Metal Clusters
Mass Formula For He3 Clusters
A Mass Formula For The Energy Of Metal Clusters
Mass Formula For He3 Clusters
A Modified Jellium Model For Small Metal Clusters
Mass Formula For He3 Clusters
A Modified Jellium Model For Small Metal Clusters
Lower Bounds For The Ground-State Energy Of4he Clusters
A Modified Jellium Model For Small Metal Clusters
Lower Bounds For The Ground-State Energy Of4he Clusters
A Description Of Semidegenerate Self-Gravitating Spheres Of Fermions
Lower Bounds For The Ground-State Energy Of4he Clusters
A Description Of Semidegenerate Self-Gravitating Spheres Of Fermions
Semiclassical Variational Study Of Size Effects In Neutral And Charged Jellium Droplets
A Description Of Semidegenerate Self-Gravitating Spheres Of Fermions
Semiclassical Variational Study Of Size Effects In Neutral And Charged Jellium Droplets
A Mass Formula For 4he Clusters
Semiclassical Variational Study Of Size Effects In Neutral And Charged Jellium Droplets
A Mass Formula For 4he Clusters
On The Validity Of The Jellium Model For Describing Small Metal Clusters
A Mass Formula For 4he Clusters
On The Validity Of The Jellium Model For Describing Small Metal Clusters
A New Smoothed-Step Function
On The Validity Of The Jellium Model For Describing Small Metal Clusters
A New Smoothed-Step Function
A Description Of Semi-Degenerate Bound States Of Fermions
A New Smoothed-Step Function
A Description Of Semi-Degenerate Bound States Of Fermions
On Galactic Halos: Bosons And Fermions
A Description Of Semi-Degenerate Bound States Of Fermions
On Galactic Halos: Bosons And Fermions
Variational Description Of Small Metal Clusters
On Galactic Halos: Bosons And Fermions
Variational Description Of Small Metal Clusters
Hartree Solution For The Bosonic Atom
Variational Description Of Small Metal Clusters
Hartree Solution For The Bosonic Atom
Energy Shifts In The X Rays Of Strange Atoms
Hartree Solution For The Bosonic Atom
Energy Shifts In The X Rays Of Strange Atoms
Newtonian Boson Spheres
Energy Shifts In The X Rays Of Strange Atoms
Newtonian Boson Spheres
Hartree Solutions For The Self-Yukawian Boson Sphere
Newtonian Boson Spheres
Hartree Solutions For The Self-Yukawian Boson Sphere
Schematic Thomas-Fermi Model For Atomic Nuclei
Hartree Solutions For The Self-Yukawian Boson Sphere
Schematic Thomas-Fermi Model For Atomic Nuclei
Verification Of The Virial Theorem In The Thomas-Fermi Model
Schematic Thomas-Fermi Model For Atomic Nuclei
Verification Of The Virial Theorem In The Thomas-Fermi Model
Inclusion Of A Hard-Core Effect In The Thomas-Fermi Method
Verification Of The Virial Theorem In The Thomas-Fermi Model
Inclusion Of A Hard-Core Effect In The Thomas-Fermi Method
Thickness Of The Electron Atmosphere In Large Nuclear Systems
Inclusion Of A Hard-Core Effect In The Thomas-Fermi Method
Thickness Of The Electron Atmosphere In Large Nuclear Systems
Implications Of A Non-Zero Cosmological Constant On Self-Gravitating Fermionic Systems
Thickness Of The Electron Atmosphere In Large Nuclear Systems
Implications Of A Non-Zero Cosmological Constant On Self-Gravitating Fermionic Systems
Magnetic Monopoles And Strange Matter
Implications Of A Non-Zero Cosmological Constant On Self-Gravitating Fermionic Systems
Magnetic Monopoles And Strange Matter
Implication Of The Virial Theorem On The Atomic Physics Of The Nuclearite
Magnetic Monopoles And Strange Matter
Implication Of The Virial Theorem On The Atomic Physics Of The Nuclearite
Charge-Exchange K+d Scattering At Low Energies
Implication Of The Virial Theorem On The Atomic Physics Of The Nuclearite
Charge-Exchange K+d Scattering At Low Energies
Thomas-Fermi Description Of The Atomic Physics Of Nuclearites
Charge-Exchange K+d Scattering At Low Energies
Thomas-Fermi Description Of The Atomic Physics Of Nuclearites
Relativistic Thomas-Fermi Formalism: Nuclearites And Atoms
Thomas-Fermi Description Of The Atomic Physics Of Nuclearites
Relativistic Thomas-Fermi Formalism: Nuclearites And Atoms
Calculation Of Charge-Exchange K+d Cross Section At Low Energies
Relativistic Thomas-Fermi Formalism: Nuclearites And Atoms
Calculation Of Charge-Exchange K+d Cross Section At Low Energies
A Faddeev Calculation Of K+d Elastic Scattering
Calculation Of Charge-Exchange K+d Cross Section At Low Energies
A Faddeev Calculation Of K+d Elastic Scattering
Energy-Dependent Separable Potentials For Low-Energy K+p Elastic Scattering
A Faddeev Calculation Of K+d Elastic Scattering
Energy-Dependent Separable Potentials For Low-Energy K+p Elastic Scattering
Isosinglet K+n S-Wave Scattering Length
Energy-Dependent Separable Potentials For Low-Energy K+p Elastic Scattering
Isosinglet K+n S-Wave Scattering Length
Regge Trajectories For A Pion-Nucleus Optical Potential
Isosinglet K+n S-Wave Scattering Length
Regge Trajectories For A Pion-Nucleus Optical Potential
Trajectories Of The S-Matrix Poles In The Complex Wavenumber Plane
Regge Trajectories For A Pion-Nucleus Optical Potential
Trajectories Of The S-Matrix Poles In The Complex Wavenumber Plane
Statistical Magnitudes And The Chiral Tunneling In Bilayer Graphene: Influence Of Evanescent Waves
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