• Title/Summary/Keyword: group theory

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Effects of a Maternal Education Program Based on the Temperament Theory on the Temperamental Goodness-of-Fit between Mother and Child (기질이론에 근거한 어머니교육 프로그램이 모아기질조화에 미치는 효과)

  • Ahn, Min Soon
    • Journal of Korean Academy of Nursing
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    • v.35 no.6
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    • pp.1044-1053
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    • 2005
  • Purpose: This study was aimed to evaluate the effects of a maternal education program based on the temperament theory on the temperamental goodness-of-fit between mother and child. Method: The research method was a nonequivalent, control group, non-synchronized design and the experimental period was from May 10, 2004 to July 24, 2004. The subjects were mothers who had children 3-4 years old who registered in eight kindergartens or infant schools in M city. Among the total 94 subjects, 47 were allocated as an experimental group and 47 were a control group. Using the SPSS/WIN 10.0 program, the data was analyzed by a Chi-square test, and t-test. Result: 1. After treatment with a maternal education program based on the temperament theory, the experimental group significantly decreased in scores for perceived children's behavior problems in comparison to the control group(t=-4.01, p<.001). 2. After treatment with a maternal education program based on the temperament theory, the experimental group did not significantly decrease in scores for parenting stress in comparison to the control group(t=-.85, p=.40). 3. After treatment with a maternal education program based on the temperament theory, the experimental group did not significantly decrease in scores for rejective parenting behaviors in comparison to the control group(t=-1.32, p=.19). Conclusion: A maternal education program based on the temperament theory is a useful intervention to decrease perceived children's behavior problems.

Nonlinear PSS by Lie Group Theory based $H{\infty}$ Switching Control (Lie Group Theory에 기준한 $H_{\infty}$ 스위칭 제어 비선형 전력계통안정화장치(NPSS))

  • Lee, Sang-Seung;Li, Shan-Ying;Park, Jong-Keun;Moon, Sung-Il;Yoon, Yong-Tae
    • Proceedings of the KIEE Conference
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    • 2004.11b
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    • pp.179-182
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    • 2004
  • 본 논문에서는 Lie Group theory에 기준한 $H_{\infty}$ 스위칭 제어기에 의한 비선형 전력계통안정화장치 (NPSS)를 설계하고 이를 1기 무한 모선에 적용하여 제안된 제어기의 제어효과 및 영향분석을 실시하였다. 이 분석에 사용된 기존의 PSS type은 Lead-lag 형태의 선형화 제어기이며, 제안된 제어기는 전력계통에 매우 강한 비선형을 반영하여 제어가 가능한 Lie Group theory에 기준한 비선형 제어기로 되어있다. 제안된 Lie Group theory에 기준한 비선형 전력계통안정화장치 (NPSS)의 효과분석은 MATLAB을 이용하여 1기 4차 비선형 전력계통의 모델에 적용하여 시뮬레이션하였다.

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The Effect of Choice Theory Focus Group Work on Housewives' Mental Health (선택이론 포커스 그룹 활동이 주부들의 정신건강에 미치는 효과)

  • Lee, Seong-Bae;Park, Jae-Hwang
    • The Journal of the Korea Contents Association
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    • v.17 no.6
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    • pp.490-503
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    • 2017
  • The purpose of this study was to identify the effect of choice theory focus group work on improving housewives' mental health. To achieve this goal. the book 'Warning: Psychiatry can be hazardous to your mental health' was utilized as a media to educate and debate. The subjects for the study were 24 housewives divided by 2 group. The instrument utilized were the Korean versions of Trait Anger Scale, Trait Anxiety Scale, Beck Depression Inventory, and Psychological Well-Being Scale. The participants were asked to complete the instruments before, after and in 5 weeks after the program. The results were as follows: First, Choice Theory Focus Group Work decreased trait anger, trait anxiety and depression compared to control group. Second, Choice Theory Focus Group Work increased Psychological Well-Being Scale compared to control group. The effect of the program was significant in improving mental health of the housewives and the effect was maintained up to 5 weeks after the program. The results of this study implied that Choice Theory Focus Group Work could be effective in improving mental health.

Development of Geometry in the 19th century and Birth of Lie's theory of Groups (19세기 기하학의 발달과 리군론의 시작)

  • Kim, Young Wook;Lee, Jin Ho
    • Journal for History of Mathematics
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    • v.29 no.3
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    • pp.157-172
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    • 2016
  • Sophus Lie's research is regarded as one of the most important mathematical advancements in the $19^{th}$ century. His pioneering research in the field of differential equations resulted in an invaluable consolidation of calculus and group theory. Lie's group theory has been investigated and constantly modified by various mathematicians which resulted in a beautifully abstract yet concrete theory. However Lie's early intentions and ideas are lost in the mists of modern transfiguration. In this paper we explore Lie's early academic years and his object of studies which clarify the ground breaking ideas behind his theory.

The Effect of Debt Capacity on the Pecking Order Theory of Fisheries Firms' Capital Structure (수산기업의 부채수용력이 자본조달순서이론에 미치는 영향)

  • Nam, Soo-Hyun;Kim, Sung-Tae
    • The Journal of Fisheries Business Administration
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    • v.45 no.3
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    • pp.55-69
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    • 2014
  • We try to test the pecking order theory of Korean fisheries firm's capital structure using debt capacity. At first, we estimate the debt capacity as the probability of assigning corporate bond rating from credit-rating agencies. We use logit regression model to estimate this probability as a proxy of debt capacity. The major results of this study are as follows. Firstly, we can confirm the fisheries firm's financing behaviour which issues new debt securities for financial deficit. Empirical test of SSM model indicates that the higher probability of assigning corporate bond rating, the higher the coefficient of financial deficit. Especially, high probability group follows this result exactly. Therefore, the pecking order theory of fisheries firm's capital structure applies well for high probability group which means high debt capacity. It also applies for medium and low probability group, but their significances are not good. Secondly, the most of fisheries firms in high probability group issue new debt securities for their financial deficit. Low probability group's fisheries firms also issue new debt securities for their financial deficit within the limit of their debt capacity, but beyond debt capacity they use equity financing for financial deficit. Therefore, the pecking order theory on debt capacity come into existence well in high probability group.

Effects of Group Counseling Program Based on Goal Attainment Theory for Middle School Students with Emotional and Behavioral Problems (정서·행동 관심군 중학생 대상 목표달성이론을 적용한 집단상담 프로그램의 효과)

  • Jeong, In Ju;Kim, Soo Jin
    • Journal of Korean Academy of Nursing
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    • v.47 no.2
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    • pp.199-210
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    • 2017
  • Purpose: The purpose of this study was to examine the effects of a group counseling program based on goal attainment theory on self-esteem, interpersonal relationships, and school adjustment of middle school students with emotional and behavioral problems. Methods: Forty-four middle school students with emotional and behavioral problems (22 in the experimental group and 22 in the control group) from G city participated in this study. Data were collected from July 30 to September 24, 2015. The experimental group received the 8-session program, scheduled once a week, with each session lasting 45 minutes. Outcome variables included self-esteem, interpersonal relationship, and school adjustment. Results: There were significant increases for self-esteem (t=3.69, p=.001), interpersonal relationship (t=8.88, p<.001), and school adjustment (t=4.92, p<.001) in the experimental group compared to the control group. Conclusion: These results indicate that the group counseling program based on goal attainment theory is very effective in increasing self-esteem, interpersonal relationship, and school adjustment for middle school students with emotional and behavioral problems. Therefore, it is recommended that the group counseling program based on goal attainment theory be used as an effective psychiatric nursing intervention for mental health promotion and the prevention of mental illness in adolescents.

A NOTE ON IMPRECISE GROUP AND ITS PROPERTIES

  • JABA RANI NARZARY;SAHALAD BORGOYARY
    • Journal of applied mathematics & informatics
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    • v.42 no.3
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    • pp.521-538
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    • 2024
  • In this paper, using the notion of the imprecise set, the idea of an imprecise group is introduced including some examples. The two key rules of classical set theory are obeyed by this extended version of fuzzy sets, which the existing complement definition of a fuzzy set failed to do. With the support from general group theory, the paper also provides some fundamental properties of an imprecise group here. Additionally, it includes a few characteristics of imprecise subgroups, and abelian imprecise group.

Two Approaches to Introducing Abstract Algebra to Undergraduate Students (추상대수학 강좌의 두 가지 접근 방법)

  • Park Hye Sook;Kim Suh-Ryung;Kim Wan Soon
    • Communications of Mathematical Education
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    • v.19 no.4 s.24
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    • pp.599-620
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    • 2005
  • There can be two different approaches to introducing Abstract Algebra to undergraduate students: One is to introduce group concept prior to ring concept, and the other is to do the other way around. Although the former is almost conventional, it is worth while to take the latter into consideration in the viewpoint that students are already familiar to rings of integers and polynomials. In this paper, we investigated 16 most commonly used Abstract Algebra undergraduate textbooks and found that 5 of them introduce ring theory prior to group theory while the rest do the other way around. In addition, we interviewed several undergraduate students who already have taken an Abstract Algebra course to look into which approach they prefer. Then we compare pros and cons of two approaches on the basis of the results of the interview and the historico-genetic principle of teaching and learning in Abstract Algebra and suggest that it certainly be one of alternatives to introduce ring theory before group theory in its standpoint.

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Characteristics of the Group-Bounded Long Wave (파군에 따른 장주기파의 거동특성)

  • 이철응;이길성
    • Journal of Korean Society of Coastal and Ocean Engineers
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    • v.6 no.1
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    • pp.61-71
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    • 1994
  • A modified method obtained by expanding Longuet-Higgins and Stewart's method (1964) is proposed. which can easily derive the group-bountied long wave due to the irregular were group as well as the regular wave group. The result of the proposed method agree well with those of both second order nonlinear theory and radiation stress theory. Particularly in the shallow water region, three equations from the proposed method, the second order nonlinear theory and the radiation stress theory become identical.

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The Optimization Method of Symmetrical Building Plan Using Point Group Theory (포인트그룹 이론을 이용한 대칭적 건물 평면형태의 최적대안 결정방안)

  • 진경일
    • Korean Institute of Interior Design Journal
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    • no.38
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    • pp.75-82
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    • 2003
  • The symmetry is general geometric design principal in contemporary architecture shape. But, Symmetry sometimes easily causes unreasonable design. In some reason, two of symmetric units in the apartment, one side of unit have very reasonable plan and arrangement but opposite side unit nay not. For example, if the kitchen on right unit had right-handed arrangement, the symmetrical other would have left-handed kitchen arrangement. In addition to this, if each house unit has the same plan but different direction, each unit has different usage or affects the residents' life pattern. Nevertheless, Architects use only one unit plan to design public housing development by using symmetric operator (mirror, proper rotation, inversion center) at their option. This study suggests that using group theory and mathematical matrix rather than designer's discretion can solve this symmetry problem clearly. And, this study analysis the merits and demerits between each symmetrical pair of unit plan shapes by using mathematical point group theory and matrix.