UDC 53

THE PROBLEM OF OPTIMAL PLANNING OF A COMPLEX SYSTEM ON A COORDINATION MECHANISM WITH INTERVALS The problem of optimal planning of a complex system on a coordination mechanism with intervals

Published in Construction and Architecture · Volume 8, Issue 2 · Pages 39–43 · Rubric: 05.23.08 BUILDING TECHNOLOGY AND ORGANIZATION
DOI: https://doi.org/10.29039/2308-0191-2020-8-2-39-43
Received: 11.09.2020 Accepted: 28.11.2025
The article discusses the problem of optimal planning using mean values ​​and variances, which implements the principle of stochastic planning, in which a certain (final) plan is formed by the beginning of the planning period, and then only a probable (preliminary) plan. A decomposition analysis of this problem is presented to identify algorithms for the functioning of a system of models of definite probabilistic planning. As an approximate method for solving the problem, a coordination mechanism with intervals is proposed.
task, complex system, model, probabilistic parameters of the project, project, coordination mechanism
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