Если воспользоваться принципом суперпозиции , который справедлив для линейных представлений , коим является ( 1 ) , то можно записать Xc(t ) = Xc(t ) + Xa(t ) , где Xc(t ) - свободная составляющая движения , порожденная x(0 ) \= 0 , так что Xc(t ) = x[x(0 ) , g(t ) = 0 , t ] , Yс(t ) = Cxc(t ) ;
если пользоваться принцип суперпозиция , который справедливый для линейный представление , кой являться ( 1 ) , то можно записать Xc(t ) = Xc(t ) + Xa(t ) , где Xc(t ) - свободный составляющая движение , породить x(0 ) \= 0 , так что Xc(t ) = x[x(0 ) , g(t ) = 0 , t ] , Yс(t ) = Cxc(t ) ;
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