Browse "MA-Journal Papers(저널논문)" by Author Kim, Yong-Jung
Showing results 1 to 37 of 37
| A Discrete Velocity Kinetic Model with Food Metric: Chemotaxis Traveling Waves Choi, Sun-Ho; Kim, Yong-Jung, BULLETIN OF MATHEMATICAL BIOLOGY, v.79, no.2, pp.277 - 302, 2017-02 |
| A logarithmic chemotaxis model featuring global existence and aggregation Desvillettes, Laurent; Kim, Yong-Jung; Trescases, Ariane; Yoon, Changwook, NONLINEAR ANALYSIS-REAL WORLD APPLICATIONS, v.50, pp.562 - 582, 2019-12 |
| ADDENDUM TO "RELATIVE NEWTONIAN POTENTIALS OF RADIAL FUNCTIONS AND ASYMPTOTICS IN NONLINEAR DIFFUSION" Chung, Jay-Wan; Kim, Yong-Jung, SIAM JOURNAL ON MATHEMATICAL ANALYSIS, v.45, no.2, pp.728 - 731, 2013-04 |
| ASYMMETRIC DISPERSAL AND EVOLUTIONAL SELECTION IN TWO-PATCH SYSTEM Kim, Yong-Jung; Seo, Hyowon; Yoon, Changwook, DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS, v.40, no.6, pp.3571 - 3593, 2020-06 |
| Asymptotic agreement of moments and higher order contraction in the Burgers equation Chung, Jay-Wan; Kim, Eugenia; Kim, Yong-Jung, JOURNAL OF DIFFERENTIAL EQUATIONS, v.248, no.10, pp.2417 - 2434, 2010-05 |
| Bacterial chemotaxis without gradient-sensing Yoon, Chang Wook; Kim, Yong-Jung, JOURNAL OF MATHEMATICAL BIOLOGY, v.70, no.6, pp.1359 - 1380, 2015-05 |
Biological advection and cross-diffusion with parameter regimes Chung, Jaywan; Kim, Yong-Jung; Kwon, Ohsang; Yoon, Chang-Wook, AIMS MATHEMATICS, v.4, no.6, pp.1721 - 1744, 2019-12 |
| BOUNDEDNESS, STABILIZATION, AND PATTERN FORMATION DRIVEN BY DENSITY-SUPPRESSED MOTILITY Jin, Hai-Yang; Kim, Yong-Jung; Wang, Zhi-An, SIAM JOURNAL ON APPLIED MATHEMATICS, v.78, no.3, pp.1632 - 1657, 2018-07 |
| Chemotactic traveling waves by metric of food Choi, Sun-Ho; Kim, Yong-Jung, SIAM JOURNAL ON APPLIED MATHEMATICS, v.75, no.5, pp.2268 - 2289, 2015-12 |
| Chemotactic traveling waves with compact support Choi, Sun-Ho; Kim, Yong-Jung, JOURNAL OF MATHEMATICAL ANALYSIS AND APPLICATIONS, v.488, no.2, 2020-08 |
| DIFFUSION OF BIOLOGICAL ORGANISMS: FICKIAN AND FOKKER-PLANCK TYPE DIFFUSIONS Choi, Beomjun; Kim, Yong-Jung, SIAM JOURNAL ON APPLIED MATHEMATICS, v.79, no.4, pp.1501 - 1527, 2019-09 |
| Diffusion with a Discontinuous Potential: a Non-Linear Semigroup Approach Kim, Yong-Jung; Slemrod, Marshall, ANALYSIS IN THEORY AND APPLICATIONS, v.37, no.2, pp.178 - 190, 2021 |
| Diffusive and inviscid traveling waves of the Fisher equation and nonuniqueness of wave speed Hilhorst, Danielle; Kim, Yong-Jung, APPLIED MATHEMATICS LETTERS, v.60, pp.28 - 35, 2016-10 |
| DISCONTINUOUS NONLINEARITY AND FINITE TIME EXTINCTION Chung, Jaywan; Kim, Yong-Jung; Kwon, Ohsang; Pan, Xingbin, SIAM JOURNAL ON MATHEMATICAL ANALYSIS, v.52, no.1, pp.894 - 926, 2020-02 |
| Dispersal towards food: the singular limit of an Allen-Cahn equation Hilhorst, Danielle; Kim, Yong-Jung; Kwon, Dohyun; Thanh Nam Nguyen, JOURNAL OF MATHEMATICAL BIOLOGY, v.76, no.3, pp.531 - 565, 2018-02 |
| Dynamics in the fundamental solution of a non-convex conservation law Kim, Yong-Jung; Lee, Young-Ran, PROCEEDINGS OF THE ROYAL SOCIETY OF EDINBURGH SECTION A-MATHEMATICS, v.146, no.1, pp.169 - 193, 2016-02 |
| Evolution of dietary diversity and a starvation driven cross-diffusion system as its singular limit Brocchieri, Elisabetta; Corrias, Lucilla; Dietert, Helge; Kim, Yong-Jung, JOURNAL OF MATHEMATICAL BIOLOGY, v.83, no.5, 2021-11 |
| Evolution of Dispersal with Starvation Measure and Coexistence Kim, Yong-Jung; Kwon, Ohsang, BULLETIN OF MATHEMATICAL BIOLOGY, v.78, no.2, pp.254 - 279, 2016-02 |
| EXISTENCE AND UNIQUENESS IN ANISOTROPIC CONDUCTIVITY RECONSTRUCTION WITH FARADAY'S LAW Kim, Yong-Jung; Lee, Min-Gi, INVERSE PROBLEMS AND IMAGING, v.17, no.2, pp.441 - 452, 2023-04 |
| Global Existence and Aggregation in a Keller-Segel Model with Fokker-Planck Diffusion Yoon, Changwook; Kim, Yong-Jung, ACTA APPLICANDAE MATHEMATICAE, v.149, no.1, pp.101 - 123, 2017-06 |
| HETEROGENEOUS DISCRETE KINETIC MODEL AND ITS DIFFUSION LIMIT Kim, Ho-Youn; Kim, Yong-Jung; Lim, Hyun-Jin, KINETIC AND RELATED MODELS, v.14, no.5, pp.749 - 765, 2021-10 |
| Inviscid traveling waves of monostable nonlinearity Choi, Sun-Ho; Chung, Jaywan; Kim, Yong-Jung, APPLIED MATHEMATICS LETTERS, v.71, pp.51 - 58, 2017-09 |
| MODEL FOR HETEROGENEOUS DIFFUSION Kim, Yong-Jung; Seo, Hyowon, SIAM JOURNAL ON APPLIED MATHEMATICS, v.81, no.2, pp.335 - 354, 2021-05 |
| MODELING BACTERIAL TRAVELING WAVE PATTERNS WITH EXACT CROSS-DIFFUSION AND POPULATION GROWTH Kim, Yong-Jung; Yoon, Changwook, DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS-SERIES B, v.28, no.12, pp.6289 - 6305, 2023-12 |
| Nonlinear Diffusion for Bacterial Traveling Wave Phenomenon Kim, Yong-Jung; Mimura, Masayasu; Yoon, Changwook, BULLETIN OF MATHEMATICAL BIOLOGY, v.85, no.5, 2023-05 |
| 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 |
| Orthotropic conductivity reconstruction with virtual-resistive network and Faraday's law Lee, Min-Gi; Ko, Min-Su; Kim, Yong-Jung, MATHEMATICAL METHODS IN THE APPLIED SCIENCES, v.39, no.5, pp.1183 - 1196, 2016-04 |
| Predator-prey equations with constant harvesting and planting Choi, Jieun; Kim, Yong-Jung, JOURNAL OF THEORETICAL BIOLOGY, v.458, pp.47 - 57, 2018-12 |
| RELATIVE NEWTONIAN POTENTIALS OF RADIAL FUNCTIONS AND ASYMPTOTICS IN NONLINEAR DIFFUSION Chung, Jay-Wan; Kim, Yong-Jung, SIAM JOURNAL ON MATHEMATICAL ANALYSIS, v.43, no.4, pp.1975 - 1994, 2011 |
| Resistivity Tensor Imaging via Network Discretization of Faraday's Law Ko, Min-Su; Kim, Yong-Jung, SIAM JOURNAL ON IMAGING SCIENCES, v.10, no.1, pp.1 - 25, 2017-01 |
| SPATIAL SEGREGATION IN REACTION-DIFFUSION EPIDEMIC MODELS Wang, Hao; Wang, Kai; Kim, Yong-Jung, SIAM JOURNAL ON DISCRETE MATHEMATICS, v.82, no.5, pp.1680 - 1709, 2022 |
| Starvation Driven Diffusion as a Survival Strategy of Biological Organisms Cho, Eunjoo; Kim, Yong-Jung, BULLETIN OF MATHEMATICAL BIOLOGY, v.75, no.5, pp.845 - 870, 2013-05 |
| TERRACE SOLUTIONS FOR NON-LIPSCHITZ MULTISTABLE NONLINEARITIES Giletti, Thomas; Kim, Ho-Youn; Kim, Yong-Jung, SIAM JOURNAL ON MATHEMATICAL ANALYSIS, v.54, no.4, pp.4785 - 4805, 2022 |
| 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 |
| Thermal Creep of a Rarefied Gas on the Basis of Non-linear Korteweg-Theory Kim, Yong-Jung; Lee, Min Gi; Slemrod, Marshall, ARCHIVE FOR RATIONAL MECHANICS AND ANALYSIS, v.215, no.2, pp.353 - 379, 2015-02 |
| Virtual resistive network and conductivity reconstruction with Faraday's law Lee, Min Gi; Ko, Minsu; Kim, Yong-Jung, INVERSE PROBLEMS, v.30, no.12, pp.1 - 21, 2014-12 |
| WELL-POSEDNESS OF THE CONDUCTIVITY RECONSTRUCTION FROM AN INTERIOR CURRENT DENSITY IN TERMS OF SCHAUDER THEORY Kim, Yong-Jung; Lee, Min Gi, QUARTERLY OF APPLIED MATHEMATICS, v.73, no.3, pp.419 - 433, 2015-09 |
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