Optimization and Applications

.- Mathematical Programming. .- Hybrid Method for Linear ProgrammingHybrid Method for Linear Programming. .- An Equilibrium Dynamic Traffic Assignment Model with Linear Programming Formulation. .- Singular optimization problems and p-factor approach for their analysis. .- On the Application of Composite Penalty Functions Obtained by “Gluing” of External Penalties with Barrier Ones in Linear Programming. .- Nesterov’s Method of Dichotomy via Order Oracle: The Problem of Optimizing a Two-Variable Function on a Square. .- Piecewise Linear Approximations in the Balanced Identification of Models with Differential Equations. .- Extragradient Sliding for Composite Non-Monotone Variational Inequalities. .- Global Optimization. .- A Three-Stage Numerical Approach to the Study of Extra-Large Atomic-Molecular Clusters. .- Comparative Efficiency of Machine Learning Models for Enhancing Algorithms in Solving Multiextremal Multicriteria Problems. .- Automated Multi-Criteria Optimization of Parallel Robots. .- Optimal Selection of Feedback Coefficients in the Problem of Stabilizing a Chain of Three Integrators. .- Optimal Control. .- On Some Sufficient Condition for Quadraticity of a Degenerate Optimization Problem with Inequality Constraints. .- A Maximum Principle for a State-Constrained Optimal Control Problem Whose Data Is Measurable in the Time-variable. .- Game Theory and Mathematical Economics. .- Nash and Stackelberg Equilibria in Differential Games with Functionals in the Form of the Minimum Antagonistic and Partial Criteria. .- A Model of Investment Policy of Firms. .- Optimization in Economics and Finance. .- The Ramsey’s Conjecture for the Model with Non-Liquid Capital. .- A Nonlinear Input-Output-Based Model for Medium-Term Macroeconomic Risks Analysis for a Restructuring Economy with Limited Capacities. .- Optimal Timing of Investment and Debt Payment in Production Expansion with the Use of External Financing. .- Identification of an Endogenous Production Function for the U.S. Economy. .- An Ecological and Economic Model of Carbon Neutrality. .- Applications. .- Optimal Control Problem in Treatment Strategies for Breast Tumors. .- The Use of Both Temperature Field and Heat Fluxes to Identify the Thermal Conductivity and Volumetric Heat Capacity. .- Maximising the Discounted Accumulated Income in the Model with Two Gas Fields. .- Modeling and Optimization of Controlled Conveyor Systems Using Intelligent Controllers.