A model of chronic inflammation in atherosclerosis and their stability for reduced kinetic systems of two and five
ODEs are investigated. The relationship
Parametric bases for elliptic boundary value problem equations (
ODEs) using the parametric basis functions. These functions are solution of the 2D parametric BVP
Parametric basis functions for collective nuclear models elliptic boundary-value problem to a system of second order ordinary differential equations (
ODEs) using
ABOUT THE PECULIARITY OF REDUCIBILITY OF SYSTEMS WITH PERIODIC MATRIX POLINOMIAL differential equations (
ODE) with polynomials periodic matrix in the presence of А
0 defining
Definition of Lifetime due to Wave-Particle Interactions for the Pitch Angle of 90 Degrees the
ordinary differential equation (
ODE) for the analytical description of a perpendicular differential flux