The saddle point equation of Ginzburg-Landau Hamiltonian for the diluted Ising model is developed. The ground state is solved numerically in two dimensions. The
The evolution of shower parton distributions in a jet is investigated in the framework of a quark recombination model. The distributions are parameterized and t
We investigate the high-order harmonic generation from an atom prepared in a superposition of ground state and highly excited state. When the atom is irradiated
We theoretically study the spin-polarized transport phenomena of the parallel double quantum dots coupled to two ferromagnetic leads by the Anderson Hamiltonian
We investigate the boundary-layer flow on a moving isothermal thin needle parallel to a moving stream. The goveing equations are solved numerically by a finite-
We implement a first practical holographic security system using electrical biometrics that combines optical encryption and digital holographic memory technolog
Birefringence of a microstructure fibre with irregular structures is investigated using the finite element method.The birefringence of each sample is statistica