Literals
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- SAÑUDO ROMEU
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- JAIME SAÑUDO ROMEU
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- ASTROFÍSICA
- COMPLEMENTOS DE FORMACIÓN: MECÁNICA CUÁNTICA.
- FÍSICA II
- MECÁNICA CUÁNTICA
- COMPLEMENTOS DE FORMACIÓN: MECÁNICA CUÁNTICA.
- COMPLEMENTOS DE FORMACIÓN: MECÁNICA CUÁNTICA.
- COMPLEMENTOS DE FORMACIÓN: MECÁNICA CUÁNTICA.
- FÍSICA GENERAL I
- FÍSICA GENERAL II
- FÍSICA II
- FÍSICA II
- FÍSICA II
- INICIACIÓN A LA INVESTIGACIÓN EN FÍSICA ATÓMICA, MOLECULAR Y NUCLEAR
- MECÁNICA CUÁNTICA
- MECÁNICA CUÁNTICA
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- A description of semidegenerate self-gravitating spheres of fermions
- A description of semi-degenerate bound states of fermions
- A faddeev calculation of k<sup>+</sup>d elastic scattering
- A generalized statistical complexity measure: Applications to quantum systems
- A geometrical derivation of the Boltzmann factor
- A mass formula for <sup>4</sup>He clusters
- A mass formula for the energy of metal clusters
- A maximum entropy profile for the mesosphere
- A model of the planetary figure
- A modified jellium model for small metal clusters
- A new smoothed-step function
- Alternative evaluation of statistical indicators in atoms: The non-relativistic and relativistic cases
- Bosons in a shell: Hartree solution
- Bounds for the mass of the atmosphere
- Calculation of charge-exchange K<sup>+</sup>d cross section at low energies
- Calculation of statistical entropic measures in a model of solids
- Characteristic length scales in quantum many-body systems
- Charge-exchange K<sup>+</sup>d scattering at low energies
- Complexity and white-dwarf structure
- Complexity invariance by replication in the quantum square well
- Electrons in a box: Thomas-Fermi solution
- Electrons in a shell: The Thomas-Fermi solution
- Electrons in a shell and the virial theorem
- Electrons trapped in an anisotropic parabolic potential well, Thomas-Fermi approach
- Energy shifts in the x rays of strange atoms
- Energy-dependent separable potentials for low-energy K+p elastic scattering
- Equilibrium distributions in open and closed statistical systems
- Equiprobability, entropy, gamma distributions and Other geometrical questions in multi-agent systems
- Evidence of magic numbers in nuclei by statistical indicators
- Fractal dimension of lightning discharge
- Free atoms at finite temperature: coherent and incoherent scattering functions
- Hartree solution for the "bosonic atom"
- Hartree solutions for the self-Yukawian boson sphere
- Implication of the virial theorem on the atomic physics of the nuclearite
- Implications of a non-zero cosmological constant on self-gravitating fermionic systems
- Inclusion of a hard-core effect in the Thomas-Fermi method
- Isosinglet K+N S-wave scattering length
- Lower bounds for the energy of a many-body model
- Lower bounds for the ground-state energy of<sup>4</sup>He clusters
- Magnetic monopoles and strange matter
- Mass formula for He3 clusters
- Newtonian boson spheres
- On galactic halos: Bosons and fermions
- On the validity of the jellium model for describing small metal clusters
- Regge trajectories for a pion-nucleus optical potential
- Relativistic Thomas-Fermi formalism: Nuclearites and atoms
- Resolution of two new Thomas-Fermi problems
- Schematic Thomas-Fermi model for atomic nuclei
- Semiclassical variational study of size effects in neutral and charged jellium droplets
- Shape of traveling densities with extremum statistical complexity
- Simple analysis of slowly rotating semidegenerate spheroids of fermions
- Some features of the statistical complexity, Fisher-Shannon information and Bohr-like orbits in the quantum isotropic harmonic oscillator
- Statistical complexity in traveling densities
- Statistical complexity and Fisher-Shannon information in the H-atom
- Statistical magnitudes and the chiral tunneling in bilayer graphene: Influence of evanescent waves
- Statistical measures and the Klein tunneling in single-layer graphene
- Statistical measures and magic numbers in metal clusters
- Study of a quantum scattering process by means of entropic measures
- The exactly solvable self-gravitating fermion cluster in two dimensions
- The virial theorem and the atmosphere
- Thickness of the electron atmosphere in large nuclear systems
- Thomas-Fermi description of the atomic physics of nuclearites
- Trajectories of the S-matrix poles in the complex wavenumber plane
- Variational description of small metal clusters
- Variational methods to calculate the hydrostatic structure of rotating planets
- Venus atmosphere profile from a maximum entropy principle
- Verification of the virial theorem in the Thomas-Fermi model
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