Showing results 6 to 13 of 13
Invariance Property of a Conservation Law without Convexity Kim, Mijoung; Kim, Yong Jung, INDIANA UNIVERSITY MATHEMATICS JOURNAL, v.58, no.2, pp.733 - 750, 2009 |
On the modelling of spatially heterogeneous nonlocal diffusion: deciding factors and preferential position of individuals Alfaro, Matthieu; Giletti, Thomas; Kim, Yong-Jung; Peltier, Gwenael; Seo, Hyowon, JOURNAL OF MATHEMATICAL BIOLOGY, v.84, no.5, 2022-04 |
Potential theory and optimal convergence rates in fast nonlinear diffusion Kim, Yong Jung; McCann, RJ, JOURNAL DE MATHEMATIQUES PURES ET APPLIQUEES, v.86, no.1, pp.42 - 67, 2006-07 |
Sharp decay rates for the fastest conservative diffusions Kim, Yong Jung; McCann, RJ, COMPTES RENDUS MATHEMATIQUE, v.341, no.3, pp.157 - 162, 2005-08 |
Structural Stability of Supersonic Solutions to the Euler–Poisson System Bae, Myoungjean; Duan, Ben; Duan, Ben; Xiao, Jingjing; Xiao, Jingjing; Xie, Chunjing; Xie, Chunjing, ARCHIVE FOR RATIONAL MECHANICS AND ANALYSIS, v.239, no.2, pp.679 - 731, 2021-02 |
SUBSONIC SOLUTIONS FOR STEADY EULER-POISSON SYSTEM IN TWO-DIMENSIONAL NOZZLES Bae, Myoungjean; Duan, Ben; Xie, Chunjing, SIAM JOURNAL ON MATHEMATICAL ANALYSIS, v.46, no.5, pp.3455 - 3480, 2014 |
the fundamental solution of a conservation law without convexity Ha, Youngsoo; Kim, Yong-Jung, QUARTERLY OF APPLIED MATHEMATICS, v.73, no.4, pp.661 - 678, 2015-12 |
THE HENON EQUATION WITH A CRITICAL EXPONENT UNDER THE NEUMANN BOUNDARY CONDITION Byeon, Jaeyoung; Jin, Sangdon, DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS, v.38, no.9, pp.4353 - 4390, 2018-09 |
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