CAU Scholar's Space: Hong, Younghun

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Hong, Younghun (홍영훈)

자연과학대학 (수학과)

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Tel 02-820-5887
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Schrodinger equation:2||GrossPitaevskii hierarchy:2||Semilinear elliptic:2||Pseudorelativistic operator:2||Continuum limit:2||Nonlinear Schrodinger equation:2||nonlinear Schrodinger equation:2||Besov space:1||Dirichlet boundary condition:1||Dirichlet problem:1||Discrete Schrodinger equation:1||Dispersive estimate:1||Extremizers of Sobolev inequalities:1||Finite element method:1||Finitetime blowup:1||Fractional Schrodinger:1||GagliardoNirenberg inequality:1||Generalized NLS:1||Global existence:1||Ground state:1||Hartree equation:1||Infinitely many particles:1||Kato potential:1||LaneEmden equation:1||Lieb–Thirring inequality:1||Local and global wellposedness:1||NLS system:1||Nonlinear Schrödinger equation:1||Nonrelativistic limit:1||Orthogonal functions:1||Periodic nonlinear Schrodinger equation:1||Pseudorelativistic NLS:1||Quantum de Finetti theorem:1||Scattering:1||Schrodinger operator:1||Sobolev spaces:1||Spectral multiplier theorem:1||Strichartz estimate:1||Strichartz estimates:1||Strichartz estimates for orthonormal functions:1||Strichartz estimates on lattice:1||Uniform Strichartz estimate:1||Uniqueness:1||Wave equation:1||a toroidalshaped trap:1||continuum limit:1||dimension reduction:1||discrete KleinGordon equation:1||existence:1||harmonic analysis on lattice:1||illposedness:1||low regularity:1||masscritical:1||nonexistence:1||nonrelativistic limit:1||nonlinear Schrödinger equation:1||nonlinear fractional Schrodinger equation:1||orbital stability:1||potential perturbation:1||pseudorelativistic NLS:1||quantum de Finetti theorem:1||scattering:1||solitary waves:1||soliton:1||supercritical:1||supercriticality:1||unconditional uniqueness:1||uniqueness:1||variational methods:1||&nbsp:1||wellposedness:1||35B06:1||35G20:1||35J35:1||35Q55:1||35Q85:1||Bernstein symbols:1||

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84, Heukseok-ro, Dongjak-gu, Seoul, Republic of Korea (06974)02-820-6194

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