Relativistic Oscillators in a Noncommutative Space: a Path Integral Approach

Articles in the same Issue

1. Gravity Modulation of Thermal Instability in a Viscoelastic Fluid Saturated Anisotropic Porous Medium
2. Cross Focusing of two Coaxial Gaussian Beams with Relativistic and Ponderomotive Nonlinearity
3. Travelling-Wave Solution of Volterra Lattice by the Optimal Homotopy Analysis Method
4. Construction of Quasi-Periodic Wave Solutions for Differential- Difference Equation
5. Nearly Unattenuated Charge Density Wave Transport in a Linear Chain Conductor Fabricated by Spark Discharge
6. Bright N-Soliton Solutions to the Vector Hirota Equation from Nonlinear Optics with Symbolic Computation
7. Magnetoresistance of Planar Heterostructures Approached on a Theoretical Basis
8. Dynamic Properties of the Predator–Prey Discontinuous Dynamical System
9. Classical Random Graphs with Unbounded Expected Degrees are Locally Scale-Free
10. Unsteady Flow of a Power–Law Fluid past a Shrinking Sheet with Mass Transfer
11. Stagnation-Point Flow and Heat Transfer of a Casson Fluid towards a Stretching Sheet
12. Relativistic Oscillators in a Noncommutative Space: a Path Integral Approach
13. Energies and Electric Dipole Transitions for Low-Lying Levels of Protactinium IV and Uranium V
14. Structures, Stabilities, and Electronic Properties of Gold Silicide Clusters: Comparison with Pure Silicon Clusters