ScholarWorks@Hanyang University ERICA Campus: Kim, Doheon

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Kim, Doheon (김도헌)

ERICA 소프트웨어융합대학 (ERICA 수리데이터사이언스학과)

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Tel 031-400-5469
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CuckerSmale model:6||Flocking:4||Kinetic theory of gases:3||Digraph:3||Consensus:3||interacting particle system:3||Boltzmann equation:3||Nonlinear functional:2||consensus:2||Synchronization:2||emergence:2||Collective dynamics:2||Gas mixtures:2||BGK model:2||flocking:2||Thermodynamic cuckersmale model:2||Communication delays:2||Multiagent system:2||random batch:2||aggregation:2||Frustration:1||Geometric flocking:1||Gibb's distribution:1||Gradientpush algorithm:1||Inertial spin model:1||Interacting particle system:1||Kuramoto–Sakaguchi equation:1||Kuramoto model:1||Manybody system:1||Monocluster flocking:1||Monocluster flocking:1||Multiagent systems:1||Multiagent systems:1||NEARDGD(+):1||Ocking:1||Pushsum algorithm:1||Qclosest neighbors:1||Quasistrong convexity:1||Random batch:1||Randomly switching topology:1||Riemannian manifold:1||Scrambling matrices:1||Spanning tree:1||Statetransition matrices:1||Stationary problems:1||Stochastic noise:1||Strong solution:1||The Vicsek model:1||The thermomechanical Cucker–Smale model:1||Thermodynamics:1||Thermomechanical CuckerSmale particles:1||Time delay:1||Unit speed constraint:1||We show that an auxiliary function of the BGK model for slow chemical reactions that corresponds to the local temperature in the case of the original BGK model for inert gases:1||asymmetric networks:1||can take negative values. © 2020 Elsevier Ltd:1||collective dynamics:1||directed graphs:1||distributed control:1||energy estimate:1||external noise:1||gathering:1||geometric Brownian motion:1||global optimization:1||machine learning:1||multiagent system:1||objective function:1||random batch interactions:1||randomly switching network topology:1||randomly switching topology:1||rendezvous:1||scrambling matrices:1||statetransition matrices:1||stochastic return:1||switching topology:1||thermodynamic CuckerSmale model:1||thermomechanical CuckerSmale particles:1||Chemically reacting gases:1||Chemotaxis:1||Collective behaviors:1||Consensusbased optimization:1||Convex optimization:1||Cucker–Smale model:1||Cucker–Smale particles:1||CuckerSmale flocking:1||Cuckersmale model:1||Digraphs:1||Directed graph:1||Discretetime dynamics:1||Distributed gradient methods:1||ESBGK model:1||Emergence:1||Energy estimate:1||Entropy production estimate:1||Fick coefficients:1||Flocking model:1||

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