Browse "Dept. of Mathematical Sciences(수리과학과)" by Title 

Showing results 1881 to 1900 of 3705

1881
Markov-bernstein type inequalities for polynomials

K. H. KWON; D. W. LEE, 대한수학회보, v.36, no.1, pp.63 - 78, 1999-06

1882
Markov-type inequalities for difference operators and discrete orthogonal ploynomials

Jung, I. H.; Lee, D. W.; Kwon, Kil Hyun, Proc. 2nd Intern. Conf. on Difference eqns and Appl., pp.335 - 342, 1997-06-01

1883
Markovian combination of graphical model structures of undirected graphs

Kim, Sung-Ho, The 27th IASTED International Conference on Artificial Intelligence and Applications, AIA 2009, pp.214 - 219, 2009-02-16

1884
Markovian combination of subgraphs of DAGs

Kim, Sung-Ho, 10th IASTED International Conference on Artificial Intelligence and Applications, AIA 2010, pp.90 - 95, IASTED, 2010-02-15

1885
Mathematical model with multiple transcriptional repressions to identify molecular mechanisms underlying robust and flexible circadian rhythms = 견고하고 유연한 일주기 리듬의 분자적 메커니즘 규명을 위한 다중 전사 억제 수리모델link

Jeong, Eui Min; Kim, Jae Kyoung; et al, 한국과학기술원, 2023

1886
Mathematical modeling and analysis for adaptive medium access protocols in wireless networks = 무선 네트워크의 적응형 매체접근 프로토콜을 위한 수리모델링 및 분석link

Oh, Youngrock; Hwang, Ganguk; et al, 한국과학기술원, 2019

1887
Mathematical modeling and analysis for optimal design of medium access protocol = 매체접근 프로토콜의 최적화 설계를 위한 수리모델링 및 분석link

Kim, Yunbae; 김윤배; et al, 한국과학기술원, 2015

1888
Mathematical modeling for the fingerprint Formation = 지문 형성에 대한 수학적 모델링link

Lee, Chung Chun; 이청천; et al, 한국과학기술원, 2016

1889
Mathematical modeling of fading channels in a relay network = 릴레이 페이딩 채널의 수학적 모델링link

Kim, Un-Sil; 김운실; et al, 한국과학기술원, 2008

1890
Mathematical Modeling of Rayleigh Fading Channels Based on Finite State Markov Chains

Park, Jae-Man; Hwang, Gang-Uk, IEEE COMMUNICATIONS LETTERS, v.13, no.10, pp.764 - 766, 2009-10

1891
Mathematical modeling of rayleigh fading channels based on markov chains = 마르코프 연쇄 과정을 이용한 레일리이 페이딩 채널의 수리적 모델링link

Park, Jae-Man; 박재만; et al, 한국과학기술원, 2007

1892
Mathematical understanding of biological diffusion = 생물학적 확산현상에 대한 수학적 이해link

Yoon, Chang Wook; 윤창욱; et al, 한국과학기술원, 2015

1893
Mathematics in General Education at KAIST

Ko, Ki-Hyoung, First KAIST International Symposium on Enhancing University Mathematics Teaching, 2005

1894
Matrix Inequality for the Laplace Equation

Park, Jiewon, INTERNATIONAL MATHEMATICS RESEARCH NOTICES, v.2019, no.11, pp.3485 - 3497, 2019-06

1895
Maximal functions and their applications = 최대 함수와 그 응용link

Park, Yeon-Yong; 박연용; et al, 한국과학기술원, 1992

1896
Maximal functions of plurisubharmonic functions

Kim, Hong Oh, Tsukuba Journal of Mathematics, v.16, no.0, pp.0 - 0, 1992-01

1897
Maximal operators concerning the differentiability of functions

하영화; 곽도영, 대한수학회지(JOURNAL OF THE KOREAN MATHEMATICAL SOCIETY), v.26, no.1, pp.159 - 166, 1989-01

1898
Maximal tubes under the deformations of 3-dimensional hyperbolic cone-manifolds

Choi, Suhyoung; Lee, Jungkeun, SIBERIAN MATHEMATICAL JOURNAL, v.47, no.5, pp.955 - 974, 2006-09

1899
MAXIMUM HYPERGRAPHS WITHOUT REGULAR SUBGRAPHS

Kim, Jaehoon; Kostochka, Alexandr V., DISCUSSIONES MATHEMATICAE GRAPH THEORY, v.34, no.1, pp.151 - 166, 2014

1900
Maximum likelihood estimation for nonhierarchical loglinear models

김성호, 94 Fall MS/OR Conference (한국경영과학회 1994년 학술대회), pp.96 - 98, 한국경영과학회, 1994

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