01389nam a2200229 c 4500001001300000005001500013008004100028040001100069041001300080052003300093245028000126300003200406545006900438545007100507653032300578700005300901700001400954773013300968856002001101900001801121900002001139KSI00010962520031229165032031203s1991    ulka          000   eng    a0110010 aengbkor01a559.105b한572ㅇㅈc23(1)00aApplication of the fuzzy set theory to analysis of accident progression event trees with phenomenological uncertainty issues=x현상학적 불확실성 인자를 가진 사고진행사건수목의 분석을 위한 퍼지집합이론의 응용/dKwang-Il Ahn,eMoon-Hyun Chun  ap. 285-298:b삽도;c26 cm  aKwang-Il Ahn, Korea Advanced Institute of Science and Technology  aMoon-Hyun Chun, Korea Advanced Institute of Science and Technology  a현상학a현상학적a불확실성a불확실성인자a인자a사고진행a사건수목a사고진행사건수목a분석a퍼지a퍼지집합a집합a집합이론a이론a퍼지집합이론aApplicationaFuzzyaSetaTheoryaAnalysisaAccidentaProgressionaEventaTreesaPhenomenologicalaUncertaintyaIssues1 a안광일,g安光一,d1963-0KAC2017272274aut1 a전문헌0 t원자력학회지.d한국원자력학회.g제23권 3호(1991년 9월), p. 285-298q23:3<285w(011001)KSE199508698,x0372-732740u3207487aKd0001 aAhn, Kwang-Il1 aChun, Moon-Hyun