ScholarWorks@Dongguk University: Moon, Hwan pyo

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Moon, Hwan pyo (문환표)

College of Natural Science (Department of Mathematics)

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Tel 02-2260-3194
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Rectifying control polygon:4||Pythagorean hodograph curve:4||GaussLegendre quadrature:4||GaussLegendre polygon:3||Pythagoreanhodograph curves:3||Quaternion representation:2||Twist:2||PH curve:2||Deformation of PH curve:2||PHoPH curve:2||EulerRodrigues frame:2||Angular velocity:2||MonteCarlo simulation:2||Extremal interpolant:1||G1 Hermite interpolation:1||GaussLegendre control polygon:1||GaussLegendre polynomial:1||GaussLobatto polygon:1||Hodograph winding number:1||Ising model:1||Lie algebra:1||Minimal twist frames:1||Minkowski products:1||Newton method:1||Planarity condition:1||Pythagorean hodograph curves:1||Pythagoreanhodograph curve:1||Quatemion representation:1||Quaternion:1||Quaternion representation of spatial PH curve:1||Quintic:1||Rational adapted frames:1||Rational adapted spline frames:1||Rotationminimizing frame:1||Space curves:1||Spatial:1||Spatial Pythagorean hodograph curve:1||Spatial rigidbody motion:1||Spatial rotations:1||Stereographic projection:1||Unit quaternions:1||biometric marker:1||biometric template:1||biometrics:1||canine:1||distributed biometrics:1||dog:1||gabor transform:1||hamming distance:1||nose:1||nose pattern:1||nose print:1||partial template:1||3sphere:1||template:1||Adapted orthonormal frames:1||Angular acceleration:1||Arc length constraints:1||B?zier curve:1||Bernstein polynomial:1||BernsteinVandermonde matrix:1||Bezier control polygon:1||Boundary evaluation:1||C1 Hermite interpolation:1||Closed spatial curves:1||EulerRodrigues frames:1||Extremal PH curve:1||

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