TY - JOUR
AU - 
AB - Purpose is to elaborate innovative and computationally efficient algorithm to solve a problem of two-stage allocation of the resource occupying continuously the specified area as well as to demonstrate the behaviour of the corresponding software developed with the application of advanced geoinformation resources. Methods. The paper involves mathematical models of continuous problems of optimal set partitioning with additional con- nections to describe two-stage problems of the material resource location-allocation. Methodological approach to the solu- tion of such problems is based on the idea of their reducing to the problem of infinite-dimensional mathematical program- ming for which it is possible to obtain optimal solution in the analytical form with the help of the duality theory apparatus. Findings. Mathematical and algorithmic apparatus to solve continuous problems applied for the fuel and energy complex enterprises has been developed making it possible to obtain partitioning of the deposit area into the zones, which are alloca - ted to the first-stage enterprises exclusively. The algorithm operation is demonstrated in terms of the model problem solu- tion. It has been defined that the benefit of such an approach is in the reducing of the infinite-dimensional programming problem to the problem of finite-dimensional nonsmoth optimization since 
TI - Solution of the problem to optimize two-stage allocation of the material flows
JO - Mining of Mineral Deposits
DO - 10.33271/mining14.01.027
DA - 2020-03-30
UR - https://www.deepdyve.com/lp/unpaywall/solution-of-the-problem-to-optimize-two-stage-allocation-of-the-pXkWkuwl5b
DP - DeepDyve
ER -