1,224 results on '"Fernández, Francisco M."'
Search Results
52. Comment on: 'Solving many-body Schr\'odinger equations with kinetic energy partition method', Ann. Phys. 388 (2018) 54-68 by Y-H. Chen and S. D. Chao
53. Gross misinterpretation of a conditionally solvable eigenvalue equation
54. Comment on: 'Harmonic oscillator in an environment with a pointlike defect'. Phys. Scr. \textbf{94} ( 2019) 125301
55. Comment on: 'On the effects of the Lorentz symmetry violation yielded by a tensor field on the interaction of a scalar particle and a Coulomb-type field' Ann. Phys. 399 (2018) 117-123
56. Comment on: 'On the influence of a Coulomb-like potential induced by the Lorentz symmetry breaking effects on the harmonic oscillator'. Eur. Phys. J. Plus (2012) \textbf{127}: 102
57. Comment on: 'Some quantum aspects of a particle with electric quadrupole moment interacting with an electric field subject to confining potentials'. Int. J. Mod. Phys. A 29 (2014) 1450117
58. Comment on: 'Rashba coupling induced by Lorentz symmetry breaking effects'. Ann. Phys. (Berlin) \textbf{526}, 187 (2013)
59. Comment on: 'Interaction of the magnetic quadrupole moment of a non-relativistic particle with an electric field in a rotating frame. Ann. Phys. 412 (2020) 168040'
60. The truncated Coulomb potential revisited
61. The rotating harmonic oscillator revisited
62. Comment on: 'Relativistic quantum dynamics of a charged particle in cosmic string spacetime in the presence of magnetic field and scalar potential'. Eur. Phys. J. C (2012) 72:2051
63. On some conditionally solvable quantum-mechanical problems
64. Comment on 'Bidimensional bound states for charged polar nanoparticles'
65. Comment on: 'Development of the perturbation theory using polynomial solutions' J. Math. Phys. 60, 012103 (2019)
66. Comment on: 'Neutron star under homotopy perturbation method' Ann. Phys. 409 (2019) 167918
67. Dimensionless equations in non-relativistic quantum mechanics
68. On the Hellmann-Feynman theorem in statistical mechanics
69. Algebraic treatment of the Bateman Hamiltonian
70. Comment on: 'The asymptotic iteration method revisited' [J. Math. Phys. 61, 033501 (2020)]
71. On the spectra of coupled harmonic oscillators
72. On the Hellmann-Feynman theorem for degenerate states
73. Comment on: 'Tunneling of coupled methyl quantum rotors in 4-methylpyridine: Single rotor potential versus coupling interaction'. J. Chem. Phys. \textbf{147}, 194303 (2017)
74. Exceptional points of the eigenvalues of parameter-dependent Hamiltonian operators
75. Comment on “Semi-exact solutions of sextic potential plus a centrifugal term”
76. Algebraic analysis of non-Hermitian quadratic Hamiltonians
77. On the calculation of bound-state energies supported by hyperbolic double well potentials
78. The truncated Coulomb potential revisited
79. Quantum particles in a suddenly moving localized potential
80. On the spectrum of an oscillator in a magnetic field
81. Allowed permutation symmetry in atomic and molecular wavefunctions. Simple examples
82. On the permutation symmetry of atomic and molecular wavefunctions
83. Comment on “many-body quantum system in the presence of solvable potential”
84. Sentinel lymph node biopsy versus observation in high‐risk cutaneous squamous cell carcinoma in immunosuppressed and immunocompetent patients: An inverse probability of treatment weighting study
85. Comment to: 'The quantum square well with moving boundaries: a numerical analysis'
86. Two-dimensional hydrogen-like atom in a uniform magnetic field. Large-order perturbation theory
87. On a model for rotational tunneling with a $C_{6}$-space-time symetric analog
88. On the straightforward perturbation theory in classical mechanics
89. Weakly (and not so weakly) bound states of a relativistic particle in one dimension
90. On the application of the Lindstedt-Poincar\'{e} method to the Lotka-Volterra system
91. High order analysis of the limit cycle of the van der Pol oscillator
92. On a class of non-Hermitian Hamiltonians with tridiagonal matrix representation
93. The rotating harmonic oscillator revisited
94. Comment on “a new approach to solve the Schrödinger equation with an anharmonic sextic potential”
95. The harmonic oscillator in a space with a screw dislocation
96. Exceptional points in two simple textbook examples
97. Application of the Kronecker product to simple spin systems
98. A pedagogical description of diabatic and adiabatic molecular processes
99. A quantum-mechanical anharmonic oscillator with a most interesting spectrum
100. Comment on: “Analytical solutions to the Schrödinger equation for a generalized Cornell potential and its applications to diatomic molecules and heavy mesons”.
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