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농촌다문화 초등학교 학생의 사회적 지지 및 부모-자녀간 의사소통이 정서지능에 미치는 영향
이창식 ( Chang Seek Lee ),박지영 ( Ji Young Park ),임인택 ( In Taik Lim ) 한국농촌지도학회 2012 농촌지도와 개발 Vol.19 No.4
이 연구는 농촌 다문화 초등학교 학생들의 발달 과정에서 매우 중요한 사회적지지 및 부모-자녀간의 의사소통과 정서지능과의 관계를 파악하고 이러한 변인들이 일반 및 다문화가정 학생 간에 차이가 있는지를 확인하고자 하였다. 연구결과 첫째, 사회적지지, 개방적 의사소통 및 정서지능 간에는 유의미한 정적 상관 관계가 있었으며, 반면 정서지능과 부모-역기능적 의사소통과는 유의미한 상관 관계를 보이지 않았다. 둘째, 사회적지지, 부모-자녀 간 의사소통, 정서지능은 농촌소규모 다문화초등학교 일반가정 및 다문화가정 학생 간에 차이가 없었다. 셋째, 회귀분석 결과 농촌다문화 초등학교 학생들의 정서지능은 친구지지와 가족지지가 예측변인으로 나타났다. This study was to investigate the relationship among emotional intelligence, social support and parent-child communication of multicultural primary school students in rural areas. All of the students for the study were sampled from three multicultural primary schools in rural areas. About 10% among them were from multicultural family students. First, the result indicated that students` emotional intelligence was positively correlated with social support and open communication with their parents. Second, there were no significant differences between unicultural family and multicultural family in social support, parentchild communication, and emotional intelligence. Third, the result of regression analysis revealed that peer and family support were predictors of emotional intelligence of multicultural primary school students in rural areas. The implications for the improvement strategy for multicultural primary school in rural ares were suggested.
林仁澤 朝鮮大學校 1977 綜合論文集 Vol.1977 No.-
Function f(x) which is described in trigonometrical series with the period of 2π is called Fourier series, and Sn(x) represents the partial sum of Fourier series and δn(x) stands for the arithmetical mean of Sn(x) My intention in this thesis is to prove whether Fourier series of f(x) converge toward f(x) particularly, I have proved that Fourier series of f(x) converge toward ?? at the discontinuous point x by using the approximate curve of f(x), Sn(x) and σn(x), and investigated phenomenon that occurs in the neighborhood of the discontinuous point.
On the description of cross section of a smooth fiber bundle.
Lim, In-Taik 조선대학교 기초과학연구소 1984 自然科學硏究 Vol.7 No.1
Our theorems are of great importance for the classification of principal bundles and fiber bundles. The aim of this paper is to establish some relation between the cross sections of fiber bundle with an associated principal bundle and equivariant maps that map from the total space of the principal bundle into the fiber of fiber bundle.
On G-fibre bundles over a differential manifold
Lim, In-Taik,Park, Suk-Joo,Kim, Nam-GIl 조선대학교 기초과학연구소 1982 自然科學硏究 Vol.4 No.2
Let G be compact Lie group and let X be a completely regular G-manifold. Bierstone〔1〕 proved that a differentiable G-fibre bundle which is G-locally trivial has the equivariant covering homotopy Property. The properties for differentiable G-vector bundles over G-manifold are given by Wasserman.〔4〕 Let X_α a be a α-stratum of X and let B_α be a α-stratum of B associated to the orbit map π : X→B. In this case, it be proved by Davis〔3〕that π_α : X_α→B_α be the projection map of a differentiable fibre bundle. The aim of this paper is to establish the some theorems of G-vector bundle and G-fibre bundle.