Amanote Research
Register
Sign In
On Position-Dependent Mass Harmonic Oscillators
Journal of Physics: Conference Series
- United Kingdom
doi 10.1088/1742-6596/128/1/012053
Full Text
Open PDF
Abstract
Available in
full text
Categories
Astronomy
Physics
Date
August 1, 2008
Authors
S Cruz y Cruz
J Negro
L M Nieto
Publisher
IOP Publishing
Related search
Integrals of the Motion and Green Functions for Time-Dependent Mass Harmonic Oscillators
Revista Mexicana de Fisica
Education
Physics
Astronomy
Generalized Harmonic Oscillators in Quantum Probability
Lecture Notes in Mathematics
Number Theory
Algebra
Group Synchronization of Diffusively Coupled Harmonic Oscillators
Kybernetika
Control
Systems Engineering
Information Systems
Electronic Engineering
Electrical
Theoretical Computer Science
Artificial Intelligence
Software
Position Dependent Mass Scarf Hamiltonians Generated via the Riccati Equation
Mathematical Methods in the Applied Sciences
Mathematics
Engineering
Flatland Position-Dependent-Mass: Polar Coordinates, Separability and Exact Solvability
Symmetry, Integrability and Geometry: Methods and Applications (SIGMA)
Geometry
Mathematical Physics
Analysis
Topology
A Geometric Description for Simple and Damped Harmonic Oscillators
TURKISH JOURNAL OF MATHEMATICS
A Classification of Periodic Time-Dependent Generalized Harmonic Oscillators Using a Hamiltonian Action of the Schrödinger–virasoro Group
Confluentes Mathematici
Mathematics
Applied Mathematics
Mathematical Physics
Thermal Conduction in a Chain of Colliding Harmonic Oscillators Revisited
Physical Review E
Harmonic Oscillators Driven by Colored Noise: Crossovers, Resonances, and Spectra
Physical Review E