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Showing results 93721 to 93740 of 275509

93721
FRACTAL: Signal amplification of immunofluorescence via cyclic staining of target molecules

Cho, Yehlin; Seo, Junyoung; Sim, Yeonbo; Chung, Jinkyoung; Park, Chan E.; Park, Chun Gwon; Kim, Doory; et al, NANOSCALE, v.12, no.46, pp.23506 - 23513, 2020-12

93722
Fractalized magnon transport on a quasicrystal with enhanced stability

Jeon, Junmo; Kim, Se Kwon; Lee, SungBin, PHYSICAL REVIEW B, v.106, no.13, 2022-10

93723
Fractional anisotropy-based divisions of midsagittal corpus callosum

Oh, Jungsu S; Park, Kwang Suk; Song, In Chan; Kim, Seog Ju; Hwang, Jaeuk; Chung, Ain; Lyoo, In Kyoon, NEUROREPORT, v.16, no.4, pp.317 - 320, 2005-03

93724
Fractional bandwidth mode detection and synchronization for OFDM-based cognitive radio systems

Won, J.Y.; Kang, H.G.; Kim, Y.H.; Song, Iickho; Song, M.S., 2008 IEEE 67th Vehicular Technology Conference-Spring, VTC, pp.1599 - 1603, 2008-05-11

93725
Fractional Charge Density Functional Theory and Its Application to the Electro-inductive Effect

Kim, Jun-Hyeong; Kim, Dongju; Yang, Weitao; Baik, Mu-Hyun, JOURNAL OF PHYSICAL CHEMISTRY LETTERS, v.14, no.13, pp.3329 - 3334, 2023-03

93726
Fractional correlation based on nonconventional joint transform correlator

Jin, S.I.; Bae, Y.S.; Lee, Soo-Young, Algorithms and Systems for Optical Information Processing VI, v.4789, pp.177 - 185, 2002-07-09

93727
FRACTIONAL FOURIER-TRANSFORMS, WAVELET TRANSFORMS, AND ADAPTIVE NEURAL NETWORKS

Lee, Soo-Young; SZU, HH, OPTICAL ENGINEERING, v.33, no.7, pp.2326 - 2330, 1994-07

93728
Fractional frequency reuse (FFR) based overlap resource power control for interference mitigation in an LTE-Advanced network with Device-To-Device communication

Chhorn, Sok; Seo, Si-O; Kim, Seung-Yeon; Lee, Kwang-Hyung; Cho, Choong-Ho, 6th FTRA International Conference on Computer Science and its Applications, CSA 2014, pp.967 - 973, Springer Verlag, 2014-12

93729
Fractional Frequency Reuse 환경을 활용한 핸드오프 성능 향상 기법

이황수; 이재기, 한국통신학회, JCCI2008, 2008

93730
Fractional Helly Theorem for Cartesian Products of Convex Sets

Chakraborti, Debsoumya; Kim, Jaehoon; Kim, Jinha; Kim, Minki; Liu, Hong, DISCRETE & COMPUTATIONAL GEOMETRY, v.70, no.4, pp.1632 - 1651, 2023-12

93731
Fractional hot deck imputation

Kim, Jae Kwang; Fuller, W, BIOMETRIKA, v.91, no.3, pp.559 - 578, 2004-09

93732
Fractional hot deck imputation for robust inference under item nonresponse in survey sampling

Kim, Jae Kwang; Yang, Shu, SURVEY METHODOLOGY, v.40, no.2, pp.211 - 230, 2014-12

93733
Fractional Imputation in Survey Sampling: A Comparative Review

Yang, Shu; Kim, Jae Kwang, STATISTICAL SCIENCE, v.31, no.3, pp.415 - 432, 2016-08

93734
Fractional integrals over a function of finite type on the intersection spaces

Nah, Jinyoung; Rim, Kyung Soo, JOURNAL OF MATHEMATICAL ANALYSIS AND APPLICATIONS, v.387, no.2, pp.1209 - 1218, 2012

93735
Fractional order Volterra Equations

Choi, UJin, Conf. on Volterra Equations, Pitman Research Notes in Mathematics Series, pp.231 - 245, 1989

93736
Fractional order Volterra equations with applications to elasticity

Choi, U Jin; Maccamy, RC, J. MATH. ANAL. APPL., v.139, no.2, pp.448 - 464, 1989-01

93737
Fractionalization and anyonic statistics in the integer quantum Hall collider

Morel, Tom; Lee, June-Young M.; Sim, Heung-Sun; Mora, Christophe, PHYSICAL REVIEW B, v.105, no.7, 2022-02

93738
Fractionalization of glide reflection in Z2 topologically ordered phase

Lee, SungBin, Topological Phases and Functionality of Correlated Electron Systems, ISSP Institute for Solid State Physics, The University of Tokyo, 2017-02-06

93739
Fractionalized View Materialization in Data Cubes

Chung, Y.D.; Kim, M.J.; Park, W.J.; Kim, Myoung Ho, Seventh Int'l Conf. on Database Systems for Advanced Applications, pp.156 - 157, IEEE, 2001-04

93740
Fractionalizing glide reflections in two-dimensional Z(2) topologically ordered phases

Lee, SungBin; Hermele, Michael; Parameswaran, SA, PHYSICAL REVIEW B, v.94, no.12, pp.125122, 2016-09

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