The problem of uniform disturbance localization with simultaneous uniform decoupling for linear time-varying analytic systems via static state feedback is investigated, for the first time. The approach presented has the main feature that it reduces the problem to that of solving a homogeneous algebraic system of equations. On the basis of this basic system of equations, the following aspects of the problem are resolved: the necessary and sufficient solvability conditions, the general analytical expressions of all admissible controllers and the morphological characteristics of the closed-loop system