Combinatorial optimization: algorithms and complexity
Combinatorial optimization: algorithms and complexity
Algorithms to Seek the Optimal Structure of the Organizational System
Automation and Remote Control
A Model of Optimal Control of Structural Changes in an Organizational System
Automation and Remote Control
Structure of the Optimal Organization of a Continuum of Executives
Automation and Remote Control
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This paper suggests a constrained optimization model for the operating core of an organization. Structurally, the core consists of the basic technological module and several modules of support facilities. The production function of the operating core is represented through the superposition of Leontief production functions corresponding to each of the modules. We reduce the optimization problem to a linear programming problem with a parameter describing the operational structure of the core. In addition, we develop a certain algorithm for automatic construction of the basic equations for each value of the parameter. Finally, the optimization problem is solved numerically for a wide range of the model variables and parameters. The proposed model may serve for designing generalized control mechanisms for an organizational system on a large horizon.