A Wronskian Determinant approach is suggested to study the energy and the wave function for onedimensional Schroedinger equation.An integral equation and its co
The pion and tensor vacuum susceptibilities are calculated in the framework of the renormalizable DysonSchwinger equations. A comparison with the results of oth
A new conservation theorem derived directly from Mei symmetry of the generalized classical mechanical system is presented. First, the differential equations of
The macroscopic deformed potential energies for super-heavy elements Z = 110,112,114,116,118 are determined within a generalized liquid drop model (GLDM). A qua
A unified approach is presented for finding the travelling wave solutions to one kind of nonlinear evolution equation by introducing a concept of 'Rank'