Robust Combinatorial Optimization with Locally Budgeted Uncertainty by Goerigk, Marc, Lendl, Stefan

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Short Paper - A Note on Robust Combinatorial Optimization with Generalized Interval Uncertainty by Yaman, Hande

Subjects: “…robust combinatorial optimization…”
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A bi-subpopulation coevolutionary immune algorithm for multi-objective combinatorial optimization in multi-UAV task allocation by Xi Chen, Yu Wan, Jingtao Qi, Zipeng Zhao, Yirun Ruan, Jun Tang

Subjects: “…Multi-objective combinatorial optimization…”
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Graph Coarsening Approach to the Vehicle Routing Problem: An Approximation Strategy by Katarzyna Nalecz-Charkiewicz, Arnav Das, Turbasu Chatterjee, Joshua Keene, Pawel Gora, Carlos C. N. Kuhn

Subjects: “…Combinatorial optimization…”
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The analysis of algorithm for cutting stock problem by Jonas Pokštas, Narimantas Listopadskis

Subjects: “…combinatorial optimization…”
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Combinatorial Robust Optimization with Decision-Dependent Information Discovery and Polyhedral Uncertainty by Omer, Jérémy, Poss, Michael, Rougier, Maxime

Subjects: “…robust combinatorial optimization…”
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The analysis of machine scheduling problem algorithm by Julius Simonavičius, Narimantas Listopadskis

Subjects: “…combinatorial optimization…”
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The analysis of algorithm for transmitters locating problem by Saulius Lazaravičius, Narimantas Listopadskis

Subjects: “…combinatorial optimization…”
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A 50-spin surface acoustic wave Ising machine by Artem Litvinenko, Roman Khymyn, Roman Ovcharov, Johan Åkerman

“…Abstract Time-multiplexed spinwave Ising Machines have unveiled a route towards miniaturized and low-cost combinatorial optimization solvers but are constrained in the number of spins by nonlinear spinwave dispersion. …”
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Algorithm for determining the operating parameters of an electrical network in the problem of optimal reconfiguration in real time by Vladislav A. Rokhlov, Rustam N. Khamitov, Sergey N. Zherebtsov, Anastasia A. Latyntseva

“…The optimal network configuration is determined by solving the combinatorial optimization problem using the branch and bound method. …”
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Classical and quantum algorithms for many-body problems by Ayral, Thomas

“…The many-body problem is central to many fields, such as condensed-matter physics and chemistry, but also to combinatorial optimization, which is nothing but a classical many-body problem. …”
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