A multi-objective particle swarm algorithm based on hierarchical clustering reference point maintenance. [PDF]
Chen S, Liu Y, Yang J, Ouyang A, Yu J.
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Perspective on Aqueous Batteries: Historical Milestones and Modern Revival
This review retraces the development of aqueous batteries from classical Zn‐MnO2 chemistry to modern Zn and Ni systems, correlating voltage, capacity, and electrolyte formulation with practical performance. By mapping historical success and failure onto current and future research directions, it identifies guiding principles that steer the design of ...
Fangwang Ming +5 more
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Multi-objective optimisation of path and space utilisation in landscape garden green space design. [PDF]
Yu J, Song J, Lan H, Zhang Y.
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Solar-assisted tri-generation system with LCPV‑CPC and small-scale gas turbine for year-round clean energy in hot-dry climates. [PDF]
Ben Hamida MB +3 more
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Geometrical Optimal Navigation and Path Planning-Bridging Theory, Algorithms, and Applications. [PDF]
Jafarpourdavatgar H +2 more
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EvoThy-Net: an evolutionary encoder-decoder network for thyroid nodule segmentation in ultrasound imaging. [PDF]
Ganne NS, Balakrishna S.
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Hybrid reinforcement learning optimization of aging aware energy management and powertrain sizing in fuel cell hybrid electric vehicles. [PDF]
Mostashiri A, Montazeri-Gh M.
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Exploring SARS-CoV-2 spike protein mutations through genetic algorithm-driven structural modeling. [PDF]
Di Salvatore V +6 more
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Evolutionary Rough Parallel Multi-Objective Optimization Algorithm
Fundamenta Informaticae, 2010A hybrid unsupervised learning algorithm, which is termed as Parallel Rough-based Archived Multi-Objective Simulated Annealing (PARAMOSA), is proposed in this article. It comprises a judicious integration of the principles of the rough sets theory and the scalable distributed paradigm with the archived multi-objective simulated annealing approach ...
Maulik, Ujjwal, Sarkar, Anasua
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Weighted preferences in evolutionary multi-objective optimization
International Journal of Machine Learning and Cybernetics, 2011Evolutionary algorithms have been widely used to tackle multi-objective optimization problems. Incorporating preference information into the search of evolutionary algorithms for multi-objective optimization is of great importance as it allows one to focus on interesting regions in the objective space. Zitzler et al.
Friedrich, T., Kroeger, T., Neumann, F.
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