Empirtical estimates with minimal d-risk for discrete exponential familiesWe develop an empirical d-a posteriori approach to estimations with uniformly
minimal d-risk, when
A cutting-plane method without inclusions of approximating sets for conditional minimization feasible set for solving a conditional
minimization problem. The proposed method is characterized
Approximate Computation of States with Minimal Dispersion in Kuryshkin-Wodkiewicz Quantum Mechanics are states with
minimal dispersion. The work is devoted to an approximate numerical solution of the problem
Properties of the minimum function in the quadratic problemPerturbations of the quadratic form
minimization problem under quadratic constraints of the type
Optimization of seepage rate through a triangular core minimal seepage rate at prescribed head value and core cross-sectional area is found. A simple flow
Ways to minimize cargo transportation riskWays to
minimize cargo transportation risk