THE ALGORITHM OF DISTRIBUTION INHOMOGENEOUS DIGITAL LIMITED RESOURCES IN PHYSICAL PROTECTION SYSTEM
The paper developed an algorithm for solving the discrete inhomogeneous distribution of scarce resources in the physical protection system, represented as a two-level hierarchical system. In this formulation of the problem is understood by non-uniform raznoeffektivny resource. Formed algorithm is based on finding the gradient relaxation methods minimum point of the objective function formed by defining criterion of a minimum moment of inertia. In order to solve the optimization problem of joint restrictions on the integer variables that determine the amount of resources consumed, given by simple trigonometric functions. Experimentally determined the best in terms of computational cost gradient method of solving the optimization problem. For the presented algorithm, the rate of convergence and computational complexity, performance tested for specific examples.