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Parameter-free ansatz for inferring ground state wave functions of even potentials
Parameter-free ansatz state wave functions Quantum Physics Mathematical Physics
2011/10/9
Abstract: Schr\"odinger's equation (SE) and the information-optimizing principle based on Fisher's information measure (FIM) are intimately linked, which entails the existence of a Legendre transform ...
Coulomb singularities in scattering wave functions of spin-orbit-coupled states
coulomb singularities spin-orbit-coupled states scattering wave functions
2011/10/8
Abstract: We report on our analysis of the Coulomb singularity problem in the frame of the coupled channel scattering theory including spin-orbit interaction. We assume that the coupling between the p...
The cryptohermitian smeared-coordinate representation of wave functions
wave functions cryptohermitian smeared-coordinate representation Quantum Physics
2011/9/30
Abstract: The one-dimensional real line of coordinates is replaced, for simplification or approximation purposes, by an N-plet of the so called Gauss-Hermite grid points. These grid points are interpr...
Wave Functions of the Proton Ground State in the Presence of a Uniform Background Magnetic Field in Lattice QCD
Wave Functions of the Proton Ground State Uniform Background Magnetic Field
2011/1/13
We calculate the probability distributions of quarks in the ground state of the proton, and how
they are a ected in the presence of a constant background magnetic eld. We focus on wave functions in ...
The Spin-weighted Spheroidal Wave functions in the Case of s=1/2
Spin-weighted Spheroidal Wave functions Case of s=1/2
2010/12/21
The spin-weighted spheroidal equations in the case s = 1/2 is thoroughly studied in the paper by means of the perturbation method in supersymmetry quantum mechanics.
Calculating the Relativistic Wave Functions of 11S0
and 13S1 Positronium
positronium Bethe-Salpeter equation
2007/8/15
2001Vol.36No.1pp.85-90DOI:
Calculating the Relativistic Wave Functions of 11S0
and 13S1 Positronium
QIN Gan,1,2 WAN Shao-Long,2 HAN Rong-Dian3 and WANG
Ke-Lin2
1 CCAST ...
Two-Variable Hermite Function as Quantum Entanglement of Harmonic
Oscillator's Wave Functions
two-variable Hermite function quantum entanglement
Bargmann representation Schmidt decomposition
2007/8/15
2007Vol.47No.6pp.1024-1028DOI:
Two-Variable Hermite Function as Quantum Entanglement of Harmonic
Oscillator's Wave Functions
LU Hai-Liang and FAN Hong-Yi
Department of P...
Fractional Fourier Transformation for Quantum Mechanical Wave Functions
Studied by Virtue of IWOP Technique
fractional Fourier transformation
IWOP technique Weyl ordering
2007/8/15
2003Vol.39No.4pp.417-420DOI:
Fractional Fourier Transformation for Quantum Mechanical Wave Functions
Studied by Virtue of IWOP Technique
FAN Hong-Yi1,2 and FAN Yue2
1 D...
New Semiclassical and Numerical Approaches to Locate Zeros of Wave Functions
zero of wave function nodes quantum mechanics
2007/8/15
2004Vol.42No.5pp.693-698DOI:
New Semiclassical and Numerical Approaches to Locate Zeros of Wave Functions
Asiri Nanayakkara
Institute of Fundamental Studies, Hanthana Ro...
Globally singularity-free semi-classical wave functions in closed form
Globally singularity-free semi-classical wave functions closed form
2010/10/15
We use a factorisation technique and representations of canonical transformations to construct
globally valid closed form expressions without singularities of semi-classical wave functions
for arbit...