On the explicit scheme with variable time steps for solving the parabolic optimal control problem as the
state problem is considered. Pointwise
constraints are imposed on the control function. The objective
Matrix-represented constraints satisfaction methods: practical aspects of their implementation of qualitative
constraints of
a subject domain in the framework of
constraint programming
technology
Perfect fluid dynamics with observational constraint in the framework of f(T) gravity cosmological parameters, including the Hubble parameter H. Parameter
constraints were applied using the R2 test
МОДЕЛИРОВАНИЕ ПРОЦЕССОВ УПРАВЛЕНИЯ, УСТОЙЧИВОСТЬ И СТАБИЛИЗАЦИЯ of coefficients are
stated. Results of researches are used in dynamics modeling of the difficult systems