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Participation of ROK navy in the Rim of the Pacific(RIMPAC) in likely to stimulate rethinking of Korea's defense role in Northeast Asia. Although the RIMPAC exercise was originally maneuvers to improve combat techniques in ASW, anti-aircraft combat. ocean supply support. surface combat. and electronics warfare. it will be finally be directed to ward securing the SLOC connecting the US, Canada. Australia and the Far East. Based on this concept, my conclusion is that two future arrangements are possible for the security of the Korean peninsula and protecting the SLOC in the combined defense of the Pacific. One is the naval cooperation between ROK and Japan. the other is the Standing Naval Force Pacific(STANAVFORPAC) The concepts of the Naval Cooperation between ROK and Japan and the STANAVFORPAC is whose time has come. The leaders, policymakers, and planners of the countries concerned need to consider such a move seriously.
This paper presents an different Schematic Editor of electronic design system. In this Schematic Editor, several techniques, for example multi-windows, stroke, are applied to Schematic Editor in order to make it convenient and efficient to use. And data structure is presented for the storage of graphical information and electrical connectivity.
In this paper, a performance of Reed-Solomon Code has been analyzed by encoding and decoding the Reed-Solomon Code for seubral data in the nonstationay channels in which are resulted in Gaussian Noise. The first method is the One-Dimensional encoding and decoding method of Reed-Solomon Code This method is very simple But miscorrection is possible in the low error ratio(2.83×10^(-3)). Consequently, as a result of decoding the error is rather increased. The second method is the Two-Dimensional encoding and decoding method of the Reed-Solomon Code. This method simplifies the product code that is used in many consumer products In this method, errors are decreaced about ten times than the first method. But miscorrection is appeared in the low error ratio(6.51×10^(-3)). The third method Is the Two-Dimensional encoding and the applied decoding method of the Reed-Solomon Code This method is that an erasure correction step is attached at a point of the Two-Dimensioned decoding by using the parity that is attached in the One-dimensional decoding.