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Analysis of Requirements for New Aids-to-Navigation Service: Focusing on Ship Operator
Sangwon Park(Sangwon Park),Min-Ji Jeong(Min-Ji Jeong),Yunja Yoo(Yunja Yoo) 한국항해항만학회 2022 한국항해항만학회지 Vol.46 No.5
With digitalization accelerated by the 4th industrial revolution, the marine traffic environment is also expected to change rapidly. The purpose of this study was to derive a new service for Aids to Navigation (AtoN) to respond to a new marine traffic environment and suggest service requirements from the perspective of the ship’s operator. For this purpose, a survey of ship operators was conducted and IPA analysis was performed. Marine traffic intelligence and information services and Image-based ocean environment information services were deduced as high-priority services from the perspective of ship operators. Thus, the derived results can serve as basic data for developing new AtoN services and determining policy directions.
Sangwon Lee,Sungwook Park,Sungchul Kim,Yongwoo Jeon,Kichan Jeon,Jun-Hyun Park,Jaechul Park,Ihun Song,Chang Jung Kim,Youngsoo Park,Dong Myong Kim,Dae Hwan Kim IEEE 2010 IEEE electron device letters Vol.31 No.3
<P>An extraction technique for subgap density of states (DOS) in an n-channel amorphous InGaZnO thin-film transistor (TFT) by using multifrequency capacitance-voltage (<I>C</I> -<I>V</I>) characteristics is proposed and verified by comparing the measured <I>I</I>- <I>V</I> characteristics with the technology computer-aided design simulation results incorporating the extracted DOS as parameters. It takes on the superposition of exponential tail states and exponential deep states with characteristic parameters for <I>N</I> <SUB>TA</SUB> = 1.1 × 10<SUP>17</SUP> cm<SUP>-3</SUP> · eV<SUP>-1</SUP>, <I>N</I> <SUB>DA</SUB> = 4 × 10<SUP>15</SUP> cm<SUP>-3</SUP> · eV<SUP>-1</SUP>, <I>kT</I> <SUB>TA</SUB> = 0.09 eV, and <I>kT</I> <SUB>DA</SUB> = 0.4 eV. The proposed technique allows obtaining the frequency-independent <I>C</I>-<I>V</I> curve, which is very useful for oxide semiconductor TFT modeling and characterization, and considers the nonlinear relation between the energy level of DOS and the gate voltage <I>V</I> <SUB>GS</SUB>. In addition, it is a simple, fast, and accurate extraction method for DOS in amorphous InGaZnO TFTs without optical illumination, temperature dependence, and numerical iteration.</P>
온톨로지 기반 소셜 네트워크 분석을 이용한 전문가 추천 시스템 (pp.390-394)
박상원(Sangwon Park),최은정(Eunjeong Choi),박민수(Minsu Park),김정규(Jeonggyu Kim),서은석(Eunseok Seo),박영택(Youngtack Park) 한국정보과학회 2009 정보과학회 컴퓨팅의 실제 논문지 Vol.15 No.5
시맨틱 웹 기반의 소셜 네트워크는 다양한 분야에서 높은 활용성을 가진다. 본 논문에서는 FOAF 기반 소셜 네트워크에 대하여 다양한 분석을 수행하고, 이를 바탕으로 네트워크 내의 전문가를 추천하는 시스템을 제안한다. 분석 시스템은 SparQL, RDFS 추론, 그리고 시각화 도구를 이용하여 온톨로지 기반 소셜 네트워크에 대한 효과적인 활용 방안을 제시한다. 그리고 이러한 분석 시스템을 실제 소셜 네트워크에 적용시켜 Centrality, Small world, Scale free 특성 등의 다양한 분석을 수행하고, 특정 분야에 대한 전문가를 분석하는 방법을 제시한다. 이러한 활용방법은 마케팅, 조직 관리, 지식 경영 시스템 등 다양한 분야에서 이용될 것으로 기대한다. The semantic web-based social network is highly useful in a variety of areas. In this paper we make diverse analyses of the FOAF-based social network, and propose an expert recommendation system. This system presents useful method of ontology-based social network using SparQL, RDFS inference, and visualization tools. Then we apply it to real social network in order to make various analyses of centrality, small world, scale free, etc. Moreover, our system suggests method for analysis of an expert on specific field. We expect such method to be utilized in multifarious areas - marketing, group administration, knowledge management system, and so on.
INVERSE POLYNOMIALS AND INJECTIVE PRECOVERS OF R?M?(R[χ], N) AS AN R[χ]-MODULE
PARK, SANGWON 東亞大學校附設基礎科學硏究所 1998 基礎科學硏究論文集 Vol.15 No.2
Using the dual of a categorical definition of an injective envelope, Enochs in [3] defined an injective cover. The existence of an injective cover is not for all cases but every left R-module has an injective cover if and only if a ring R is a left noetherian ring. In this paper we show the existence of injective cover of abelian groups. And we also prove that if a left R-module N has an injective precover, then H?m?(R[χ], N) has an injective precover as a left R[χ]-module. Some information about the structure of the injective cover of modules both general and in some special cases can be found in Enochs[3], Ashan, Enochs[1], Cheatham, Enochs, Jenda[2] and Park[4].
Park, Jun-Hyun,Jeon, Kichan,Lee, Sangwon,Kim, Sangwook,Kim, Sunil,Song, Ihun,Park, Jaechul,Park, Youngsoo,Kim, Chang Jung,Kim, Dong Myong,Kim, Dae Hwan The Electrochemical Society 2010 Journal of the Electrochemical Society Vol.157 No.3
<P>The self-consistent technique for extracting density of states [DOS: [Formula]] in an amorphous indium gallium zinc oxide (a-IGZO) thin film transistor is proposed and demonstrated. The key parameters are the [Formula] of the a-IGZO active layer and the intrinsic channel mobility [Formula]. While the energy level [Formula] is scanned by the photon energy and gate-to-source voltage [Formula] sweep, its density is extracted from an optical response of capacitance–voltage characteristics. Using the [Formula]-dependent [Formula] as another boundary condition, a linearly mapped DOS assuming a linear relation between [Formula] and [Formula] is translated into a final DOS by fully considering a nonlinear relation between [Formula] and [Formula]. The final DOS is finally extracted and verified by finding the self-consistent solution satisfying both the linearly mapped DOS and the measured [Formula] dependence of [Formula] with the numerical iteration of a DOS-based [Formula] model. The extracted final DOS parameters are [Formula], [Formula], [Formula], [Formula], and [Formula] with the formula of exponential tail states and Gaussian deep states.</P>
INJECTIVE AND PROJECTIVE PROPERTY OF INVERSE POWER SERIES AS R[x]-MODULES
PARK, SANGWON,KIM, JIYOUNG 東亞大學校附設基礎科學硏究所 1997 基礎科學硏究論文集 Vol.14 No.2
Northcott[2] and McKerrow[1] proved that if E is an injective left R-module then E[??] is an injective left R[χ]-module, and Park[3] proved P[??] is not a projective left R[χ]-module for P a projective left R-module. In this paper we extend the above results to the inverse power series and show that E[[??]] is an injective left R[χ]-module if E is an injective left R-module, and P[[??]] is not a projective left R[χ]-module for P a projective left R-module.