D2R2 for math circles
Lei, Yue, Francois Blanchette, and Changho Kim. Forthcoming. “D2R2 for Math Circles”. Math Circular, Forthcoming.
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PROFiT-Net: Property-networking deep learning model for materials
Kim, Se-Jun, Won June Kim, Changho Kim, Eok Kyun Lee, and Hyungjun Kim. 2024. “PROFiT-Net: Property-Networking Deep Learning Model for Materials”. J. Am. Chem. Soc. 146: 26000−26007.
Molecular dynamics studies of the melting kinetics of superheated crystals
Lee, J.H., C. Kim, and M.E. Colvin. 2022. “Molecular Dynamics Studies of the Melting Kinetics of Superheated Crystals”. J. Phys. Chem. C 126: 4199.
Efficient reactive Brownian dynamics
Donev, A., C.-Y. Yang, and C. Kim. 2018. “Efficient Reactive Brownian Dynamics”. J. Chem. Phys. 148: 034103.
Microscopic theory of Brownian motion revisited: The Rayleigh model
Kim, C., and G.E. Karniadakis. 2013. “Microscopic Theory of Brownian Motion Revisited: The Rayleigh Model”. Phys. Rev. E 87: 032129.
Rate description of Fokker–Planck processes with time-periodic parameters
Kim, C., P. Talkner, E.K. Lee, and P. Hänggi. 2010. “Rate Description of Fokker–Planck Processes With Time-Periodic Parameters”. Chem. Phys 370: 277.
Brownian motion from molecular dynamics
Shin, K., C. Kim, P. Talkner, and E.K. Lee. 2010. “Brownian Motion from Molecular Dynamics”. Chem. Phys. 375: 316.
Numerical method for solving stochastic differential equations with Poissonian white shot noise
Kim, C., E.K. Lee, P. Hänggi, and P. Talkner. 2007. “Numerical Method for Solving Stochastic Differential Equations With Poissonian White Shot Noise”. Phys. Rev. E 76: 011109.
Toward a realistic model of diffusion-limited aggregation: Rotation, size-dependent diffusivities, and settling
Polimeno, M., C. Kim, and F. Blanchette. 2022. “Toward a Realistic Model of Diffusion-Limited Aggregation: Rotation, Size-Dependent Diffusivities, and Settling”. ACS Omega 7: 40826-35.
General validity of the second fluctuation-dissipation theorem in the nonequilibrium steady state: Theory and applications
Zhu, Y., H. Lei, and C. Kim. 2023. “General Validity of the Second Fluctuation-Dissipation Theorem in the Nonequilibrium Steady State: Theory and Applications”. Phys. Scr. 98: 115402.