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Modern Methods of Optimization [1992]
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Identification by Model Reference Adaptive Systems
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Vector Optimization: Theory, Methods, and Application to Design Problems in Engineering
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Topics in Modern Computational Methods for Optimal Control Problems
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Computability and Complexity of Polynomial Optimization Problems
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Matching problems with Knapsack side constraints
- 90
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Optimization under functional constraints (semi—infinite programming) and applications
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Nonconvex Optimization and Its Structural Frontiers
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Nonlinear Optimization Problems under Data Perturbations
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Difference Methods for Differential Inclusions
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Ekeland’s Variational Principle, Convex Functions and Asplund-Spaces