ScholarWorks@Gyeongsang National University: Lee, Sun Hong

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Lee, Sun Hong (이선홍)

자연과학대학 (수학물리학부)

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Tel 0557721426
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Pythagoreanhodograph curves:2||Banach fixed point theorem:2||Bounded positive solution:1||C1 Hermite dataset:1||C1 Hermite interpolation:1||Convergence:1||Dynamic programming:1||Error estimate:1||Forced third order nonlinear neutral delay difference equation:1||Functional equation:1||Generalized nonlinear variational inclusion:1||Hmonotone operator:1||Hermite interpolation:1||Kobayashi pseudometic:1||MPHpreserving mapping:1||Mann iterative scheme:1||Minkowski Pythagoreanhodograph curve:1||Nonexpansive mapping:1||PH curves:1||Perturbed Mann iterative method with errors:1||Pythagoreanhodograph preserving mappings:1||Relaxed Lipschitz:1||Relaxed monotone operator:1||Solution:1||Stability:1||Strongly monotone operator:1||Strongly pseudoconvex domains:1||System of generalized nonlinear variationallike inclusions:1||civil servants' remuneration system:1||complex representation:1||geometric Hermite interpolation:1||hermite interpolation:1||localizaion:1||national university teachers:1||performancebased annual salary system:1||plurisubhamonic peak point:1||pythagoreanhodograph cubics:1||pythagoreanhodograph curves:1||research allowance:1||scubic MPHpreserving mapping of the first kind:1||speed reparametrization:1||teaching allowance:1||공무원 보수 체계:1||교직수당:1||국립대 교원:1||성과급적 연봉제:1||Almost complex manifolds:1||연구수당:1||Autornorphisrn groups:1||

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