ScholarWorks@Hanyang University: Kim, Seung hyeok

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Kim, Seung hyeok (김승혁)

COLLEGE OF NATURAL SCIENCES (DEPARTMENT OF MATHEMATICS)

Research Area: 편미분방정식론, 미분기하, Partial Differential Equations, Differential Geometry

Tel 02-2220-0901
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Blowup analysis:3||Fractional Yamabe problem:3||LaneEmden system:3||critical hyperbola:2||Supercritical problem:2||Critical nonlinearity:2||Critical hyperbola:2||Fractional Laplacian:2||Concentration on ℓdimensional manifolds:1||Concentration phenomena:1||Coron&apos:1||Coupled nonlinear Schrödinger equations:1||Critical LaneEmden system:1||Critical exponent:1||Critical exponents:1||Existence:1||Existence sign changing solutions:1||Expanding annuli:1||Exponent less than 1:1||Fractional LaneEmden system:1||Fractional Yamabetype equations:1||LaneEmden systems:1||Linearized problem:1||LyapunovSchmidt reduction:1||Multibubble solutions:1||Multipeak solutions:1||Multiple blowingup solution:1||Nehari manifold:1||Nehari manifolds:1||Nodal solutions:1||Nonconvex domain:1||Nonlinear:1||Nonlinear SchrodingerPoisson equations:1||Nonlinear elliptic boundary value problem:1||Positive mass theorem:1||Prescribed fractional scalar curvature problem:1||Regularity:1||Schrödinger systems:1||Sign changing solutions:1||Supercritical exponents:1||Variation method:1||Yamabe problem:1||asymptotic analysis:1||asymptotic behavior:1||blowup analysis:1||blowup points:1||compactness:1||conformal geometry:1||critical Sobolev hyperbola:1||existence:1||fractional Yamabe problem:1||linear perturbation:1||minimal energy solution:1||multibubbles:1||nodal solutions:1||nondegenerate solution:1||nonumbilic conformal infinity:1||pointwise estimates:1||positive solutions:1||s problem:1||Asymptotic behavior of least energy solutions:1||variational methods:1||Asymptotic behavior of solutions:1||Asymptotic profile:1||Blowingup solution:1||Boundary Yamabe problem:1||BrezisNirenberg problem:1||Bubbletower solutions:1||Compactness:1||

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