ScholarWorks@Korea University: Yang, Seong Deog

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Yang, Seong Deog (양성덕)

College of Science (Department of Mathematics)

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Tel 02-3290-3085
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Heisenberg group:3||advanced placement:2||Steiner Tree:2||Minimal surfaces:2||calculus:2||Mail Distribution Center:2||Pythagorean theorem:2||minimal surface:2||Postal Delivery Service:2||Minimal Path:2||피타고라스의 정리:2||ruled surface:2||helicoid:2||spacelike maximal surface:2||universitylevel program:2||Closest point method:1||Variables:1||물톤 기하:1||Ruled minimal surfaces:1||Weierstrass representation formula:1||준유클리드:1||아르키메데스의 공리:1||Killing fields:1||Moulton geometry:1||Desargues' theorem:1||변각변 공리:1||Berger sphere:1||timelike minimal surface:1||기하학의 기초:1||대학과목선이수제:1||Analytic extension:1||equidecomposable:1||Bjorling formula:1||데자르그 정리.:1||helicoidal surface:1||conjugate minimal surfaces:1||Constant mean curvature:1||미적분학:1||대학교육:1||Analytic completeness:1||sphere:1||spinor representation:1||zero mean curvature:1||Parallel Postulate:1||equicomplementable:1||넓이:1||special linear group:1||Power flow:1||Angle reference:1||constant mean curvature surfaces:1||de Sitter space:1||constant ratio curve:1||DCmanifold:1||Isotropic threespace:1||SemiEuclidean:1||ruled minimal surfaces:1||associate minimal surfaces:1||Bjorling representation formula:1||Grundlagen der Geometrie:1||Wave graph:1||Zero mean curvature surfaces:1||Archimedean Axiom:1||동일용량:1||분해합동:1||Conservative AllenCahn equation:1||Narrow band domain:1||Helicoids:1||catenoid:1||Foundations of Geometry.:1||힐베르트:1||Phasefield model:1||Harmonic graph:1||deflection property:1||conformal metric:1||Power of a circle:1||helicoids:1||Spacetimedependent Lagrange multiplier:1||Bus angles:1||hyperbolic plane:1||isotropic geometry:1||Laguerre geometry:1||minimal surfaces:1||평행공리:1||area:1||SAS Axiom:1||Hilbert:1||Unconditionally gradient stable scheme:1||isotropic plane:1||Kenmotsu representation:1||Weierstrass representation:1||

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