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OH, YONG GEUN (오용근)
Dept of Mathematics(수학과)
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GEOMETRY:7||SYMPLECTIC TOPOLOGY:6||LAGRANGIAN INTERSECTIONS:6||MORSETHEORY:4||MANIFOLDS:4||ARNOLD CONJECTURE:4||SUBMANIFOLDS:4||ENERGY:3||PERIODICSOLUTIONS:3||INTERSECTIONS:3||HOMOLOGY:3||QUANTUM HOMOLOGY:3||tight Floer cycles:2||CONJECTURE:2||action functional:2||FIXEDPOINTS:2||FLOER THEORY:2||MASLOV INDEX:2||VARIETIES:2||FLOER COHOMOLOGY:2||SPECTRAL INVARIANTS:2||Floer cohomology:2||spectral invariants:2||TOPOLOGY:1||POINTS:1||subhomotopies:1||handle sliding lemma:1||LENGTH:1||ramification profiles:1||Weakly unobstructed Lagrangian submanifolds:1||Jacobian ring:1||Hamiltonians:1||DYNAMICS:1||PSEUDOHOLOMORPHICCURVES:1||Cerf bifurcation diagram:1||QUASISTATES:1||CURVES:1||WEINSTEIN CONJECTURE:1||INDEFINITE FUNCTIONALS:1||SINGULARITIES:1||4MANIFOLDS:1||DISKS:1||SYMPLECTICALLY ASPHERICAL MANIFOLDS:1||spectrality axiom:1||COMPLEXMANIFOLDS:1||Potential function:1||CRITICALPOINT THEORY:1||normalization:1||CalabiYau manifolds:1||LandauGinzburg:1||PSEUDOHOLOMORPHIC DISKS:1||Hamiltonian functions:1||MIRROR SYMMETRY:1||SYMPLECTIC FIXEDPOINTS:1||LAGRANGIAN SUBMANIFOLDS:1||action spectrum:1||chain level Floer theory:1||Floer cohmology:1||Lagrangian submanifold:1||irrational symplectic manifolds:1||higher jet evaluation transversality:1||Toric manifolds:1||Lagrangian submanifolds:1||stack:1||spherically positive symplectic manifold:1||COMPLEXES:1||PSEUDOHOLOMORPHIC CURVES:1||Hofer&apos:1||Hamiltonian diffeomorphism:1||canonical fundamental Floer cycle:1||GEODESICS:1||1jet evaluation transversality:1||holomorphic disc:1||INVARIANTS:1||RINGS:1||distributions with points support:1||Bulk deformations:1||Bulkbalanced Lagrangian submanifolds:1||PSEUDOHOLOMORPHIC CURVES:1||MODULI SPACE:1||SYSTEMS:1||INDEX:1||QUANTUM COHOMOLOGY:1||Openclosed GromovWitten invariant:1||HOLOMORPHIC SPHERES:1||stratified space:1||pseudoholomorphic curve:1||s norm:1||autonomous Hamiltonians:1||somewhere injective:1||embedded Jholomorphic curves:1||toric manifold:1||HAMILTONIAN PATHS:1||holomorphic jets:1||DISC:1||orbifold:1||
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