The Synthesis of Compromise-Optimal Mobile Objects Trajectories in a Conflict Environment

Chapter 7 provides the statement of the problem of the synthesis of compromise-optimal mobile objects trajectories in a conflict environment and method of solution. Problem of optimization of active conflicting objects location and its solution method is proposed.

Vector Quality Assessment of Glide Landing Process of an Aircraft

In Chapter 9, the multicriteria evaluation problems with respect to the landing process of an aircraft are considered. Formulation of the problem is given. Landing 1 and landing 2 processes are considered and calculated.

Vector Optimization of Ergatic Systems

In Chapter 4, functional system and dominant concepts are considered. Formalization of the problem is given. Project of E-trainer is proposed. Optimization of operator performance methods is proposed. Example is given.

Systemic Approach to Decision Making

Chapter 1 describes the basic concepts and definitions of the theory of decision-making. A general formulation of the problem of decision-making is given. Contents of the problem and multicriteria decision-making problem have been considered. Statement of the problem is formulated. The method of solution is proposed. Qualitative evaluation of alternatives method is reviewed. Illustrative example is given.

Vector Optimization of Neural Network Classifiers

In Chapter 10, the problem content and statement of the problem of vector optimization of neural network classifiers is given. Method of solution is proposed. Vector optimization of a neural network texts classifier method is proposed.

Multicriteria Evaluation of the Insurance Fund Value at Insurance of Space Projects

Chapter 8 describes the formulation of the problem of multicriteria evaluation of the insurance fund value at insurance of space projects and content analysis. Multicriteria approach to the problem solution is proposed. Model example is given.

Vector Evaluation of Problematic Situations

In Chapter 6, formalization and formulation of the problem of vector evaluation of problematic situations is considered. The method of solution is proposed. Qualitative assessment of the problematic situation method is proposed. Model example and situation profile are given.

Multicriteria Assessment of Projects and Scenarios

Chapter 5 deals with formulation of the problem of multicriteria assessment of projects and scenarios. Expert assessment methods are reviewed. Determination of criteria values, multicriteria estimation and data processing methods are proposed. Nested scalar convolutions method is proposed. Project profile approach is considered. Vector optimization of hierarchical structures methods is proposed. Structural optimization, description of structure, parameters of significance and calculation of priority factors methods are considered. Calculation of the nested scalar convolutions and calculation of the hierarchical structure assessment method is proposed. Parametric synthesis and substantial model is considered. Optimal allocation of fewer resources method is proposed. System optimization approach is given.

Multicriteria Problems in Complex Systems Management

Chapter 2 provides a general formulation of multicriteria problems. Formalization of the utility function and analysis of the utility function are considered. Nonlinear scheme of compromise and its unification is proposed. Accounting for the decision maker preferences is reviewed. The dual approach to the accounting is proposed. Pareto optimality and axiomatics of the nonlinear scheme of compromise are considered. A nested scalar convolutions method is proposed. Multicriteria evaluation problems are reviewed. Principle of rational organization is proposed.

Examples of Subject Areas of Multicriteria Problems

In Chapter 12, the examples of subject areas of multicriteria problems are described. Some areas are considered: synthesis of materials with desired properties; pharmacology and medicine; agrotechnics; orientation of spacecraft; multicriteria optimization of communications networks structure; solving ill-posed mathematical problems; expert model optimization of perspective space facilities.