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하지홍,이성은,탁연빈,김종봉 한국축산학회 1998 한국축산학회지 Vol.40 No.6
The prototypes of physical characteristics in the breeds of Korean Native dog were reviewed. Sapsaree and Jindo dog were medium sized, but Sapsaree was 5 ㎏ heavier and 6 cm higher than Jindo dog on the average. The dominant coat color of Jindo dog and Chejudo dog was white or yellow, but that of Sapsaree was black or yellow. Sapsaree showed higher degree of variation in the tone of main color than Jindo dog. Most of the medium sized dog breeds in the Far East Asia had erect ears, upward tails and short coat. Jindo dog and Chejudo dog showed those characteristics of them, while Sapsaree had dropped ears and long coat. Appearance frequency of dew claw in Jindo dog and Chejudo dog was different from that in Sapsaree, the former was 4% and the latter was 18.3%. Fluctuations of blood cell number and blood protein contents were reviewed by different conditional variations such as age, sex and coat color in Jindo dog and Sapsaree. Blood types in DEA (dog erythrocyte antigen) system of the dog breeds showed extreme values that were different from the values of the European dogs. Phylogenetic relationships of the Asian dog breeds were compared by using the blood protein polymorphism. Jindo dog, Chejudo dog and Sapsaree showed close relationships among them.
Microstructure and Pattern Size Dependence of Copper Corrosion in Submicron-Scale Features
Lee, Ui-hyoung,Jeon, Hyoung Jin,Kang, Tak,Sohn, Hun-Joon,Oh, Kyu Hwan,Her, Eun Kyu,Han, Heung Nam,Lee, H. W.,Kim, Insoo,Kim, Donggyu,Lee, Sung-Keun,Lee, Hyo-Jong The Electrochemical Society 2011 Journal of the Electrochemical Society Vol.158 No.5
Lee, D.H.,Joo, Y.H.,Tak, M.H. North-Holland [etc ; Elsevier Science Ltd 2014 Information sciences Vol.257 No.-
This paper proposes a strategy to estimate invariant subsets of the domain of attraction (DA) for asymptotically stable zero equilibrium points of continuous-time Takagi-Sugeno (T-S) fuzzy systems. Specifically, by using Lyapunov's stability theory and the linear matrix inequality (LMI) technique, sufficient conditions for proving the local stability are provided in terms of single-parameter minimization problems subject to LMI constraints or eigenvalue problems, which are solvable via convex optimizations. The fuzzy Lyapunov functions (FLFs), expressed by the so-called multi-dimensional fuzzy summations, are employed to characterize invariant subsets of the DA as sublevel sets of the FLFs. To compute a larger inner estimate of the DA, an iterative LMI algorithm is also developed. Finally, illustrative examples show the efficacy of the approach.