CAUCHY PROBLEM FOR A SYSTEM OF LINEAR INHOMOGENEOUS DIFFERENTIAL EQUATIONS OF THE FIRST ORDER WITH RECTANGULAR MATRICES AND A SINGLE IMPULSIVE ACTION AT FIXED TIME
摘要
We establish the conditions of solvability and construct both the general solution and the solution of the Cauchy problem for a system of linear inhomogeneous differential equations of the first order with rectangular matrices and a single impulsive action at fixed time.