ScholarWorks@Korea University: Ahn, In Kyung

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Ahn, In Kyung (안인경)

College of Science and Technology (Data Computational Sciences in Division of Applied Mathematical Sciences)

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Tel 044-860-1315
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Free boundary:4||Ratiodependent functional response:4||Positive coexistence:3||Local stability:3||Starvationdriven diffusion:3||Predatorprey model:3||Spreading speed:3||Spreadingvanishing dichotomy:3||Global attractor:3||Linear stability:3||Optimal control:2||Epidemic model:2||Positive solutions:2||Preypredator model:2||Coexistence states:2||Weak/Strong competition:2||Fixed point index:2||Oneprey and twopredator model:2||Preytaxis:2||instability:1||locally/globally asymptotical stability:1||general functional response:1||Lyapunov function:1||Malicious code infection:1||Ratiodependent:1||Degree theory:1||Globally/locally asymptotically stable:1||Actorcritic methods:1||sexual competition:1||Stem cells:1||positive steady states:1||coevolution:1||Nonuniform dispersal:1||Uniqueness of coexistence states:1||Spatially heterogeneous environment:1||Nonconstant positive steady states:1||global attractor:1||disease free:1||Consumerresource model:1||permanence:1||Tumorfree:1||Tumor growth model:1||Cancer chemotherapy:1||resource competition:1||Upperlower solutions:1||Hollingtype II functional responses:1||Fitness:1||Coexistence:1||Mobility ratio:1||predatorprey interaction:1||Parameter estimation:1||Diffusive predatorprey model:1||locally/globally asymptotically stable:1||global stability:1||Predatorprey:1||Periodic solutions:1||Stationary pattern:1||Biological control:1||predator and prey:1||Riskinduced dispersal:1||Spatial SIS model:1||Global bifurcation:1||Starvation driven diffusion:1||maturation delay:1||Nonnegative crossdiffusion:1||System saver/destroyer:1||Stationary pattern formation:1||Drug scheduling:1||Reinforcement learning:1||Uniqueness of positive solutions:1||Evolution of dispersal:1||Strong competition model:1||Coronavirus:1||time delay:1||stage structure on prey:1||Network population model:1||Locally/Globally asymptotically stable:1||Diseasefree:1||Fixedpoint index:1||Oneprey twopredators model:1||Tumorimmune interaction:1||Nonlinear parabolic systems:1||Nonquasimonotonicity:1||Domino effect:1||Endemic equilibria:1||Persistence:1||Indirect predatortaxis:1||Global stability:1||Invasion:1||ecoepidemiological model:1||Epidemiological model:1||BeddingtonDeAngelis functional response:1||Computer worms:1||Asymptotic stability:1||Immune cells:1||Upperlower solution method:1||nonlinear boundary conditions:1||SIS epidemic model:1||population:1||Evolutionary dispersal:1||Pattern formation:1||Intraguild predation:1||pattern formation:1||Spreading and vanishing:1||Stability:1||Competition model:1||Upperlower solution:1||upper/lower solution:1||omegaLimit:1||upperlower solutions:1||nonlinear elliptic systems:1||nonquasimonotonicity:1||Spontaneous infection:1||ecosystem:1||reinforcement learning:1||Global existence:1||Asymptotic behavior:1||predatorprey model:1||ratiodependent functional response:1||Reactiondiffusion systems:1||BeddingtonDeAngelis/CrowleyMartin/ratiodependent models:1||LeraySchauder degree:1||fixed point index:1||Nonlinear boundary conditions:1||HIV infection:1||Farmers and huntergatherers:1||Infection on prey:1||Infective disease:1||Preyinduced dispersal:1||

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