Optimization and Applications: 11th International Conference, OPTIMA 2020, Moscow, Russia, September

Optimization of the Values of the Right-Hand Sides of Boundary Conditions with Point and Integral Terms for the ODE System.- Saddle-Point Method in Terminal Control with Sections in Phase Constraints.- Pricing in Dynamic Marketing: the Cases of Piece-Wise Constant Sale and Retail Discounts.- The Generalized Algorithms of Global Parametric Optimization and Stochastization for Dynamical Models of Interconnected Populations.- On Solving a Generalized Constrained Longest Common Subsequence Problem.- Optimization Problems in Tracking Control Design for an Underactuated Ship with Feedback Delay, State and Control Constraints.- Theorems of Alternative and Optimization.- P-Regularity Theory: Applications to Optimization.- A Given Diameter MST on a Random Graph.- Method of Parametric Correction in Data Transformation and Approximation Problems.- On the Use of Decision Diagrams for Finding Repetition-Free Longest Common Subsequences.- Distributing Battery Swapping Stations for Electric Scooters in an Urban Area.- Optimal Combination of Tensor Optimization Methods.- Nonlinear Least Squares Solver for Evaluating Canonical Tensor Decomposition.- PCGLNS: a Heuristic Solver for the Precedence Constrained Generalized Traveling Salesman Problem.- Simultaneous Detection and Discrimination of Subsequences which are Nonlinearly Extended Elements of the Given Sequences Alphabet in a Quasiperiodic Sequence.- Lurie Systems Stability Approach for Attraction Domain Estimation in the Wheeled Robot Control Problem.- Penalty-Based Method for Decentralized Optimization Over Time-Varying Graphs.- The Adaptation of Interior Point Method for Solving the Quadratic Programming Problems Arising in the Assembly of Deformable Structures.- On Optimizing Electricity Markets Performance.- Adaptive Extraproximal Algorithm for the Equilibrium Problem in Hadamard Spaces.- The Dual Simplex-Type Method for Linear Second-Order Cone Programming Problems.- About Difference Schemes for Solving Inverse Coefficient Problems.