• 한국수학교육학회지시리즈A:수학교육
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• 제48권4호
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• pp.455-467
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• 2009

During problem solving, "mathematical thought process" is a systematic sequence of thoughts triggered between logic and insight. The test questions are formulated into several areas of questioning-types which can reveal rather different result. The lower level questions are to investigate individual ability to solve multiple mathematical problems while using "mathematical thought." During problem solving, "mathematical thought process" is a systematic sequence of thoughts triggered between logic and insight. The scope of this case study is to present a desirable model in solving mathematical problems and to improve teaching methods for math teachers.

• 한국수학교육학회지시리즈D:수학교육연구
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• 제11권1호
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• pp.1-31
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• 2007

Recent research has documented that there is a close relationship between problem posing and problem solving in arithmetic. However, most studies investigated the relationship between problem posing and problem solving only by means of standard problem situations. In order to overcome that shortcoming, a pilot study with Chinese fourth-graders was done to investigate this relationship using a non-standard, realistic problem situation. The results revealed a significant positive relationship between students' problem posing and solving abilities. Based on that pilot study, a more extensive and systematic ascertaining study was carried out to confirm the observed relationship between problem posing and problem solving among Chinese elementary school children. Results confirmed that there was indeed a close relationship between both skills.

• 품질경영학회지
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• 제37권2호
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• pp.68-77
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• 2009

There are many quality control(QC) tools useful for solving quality problems. In this paper, QC 7 tools, new QC 7 tools, and other quality tools are first compared with respect to their frequency of use. We suggest an integrated problem-solving procedure to systematically deal with various quality problems. For each step a streamlined flow chart is presented to help the practitioners to adopt relevant tools depending on certain situations they face. The procedure will help quality practitioners solve field quality problems.

• 지식경영연구
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• 제4권1호
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• pp.81-94
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• 2003

The Russian theory of inventive problem solving method in Engineering, TRIZ is introduced to the non Engineering field these days. In this paper, the applications of TRIZ to creative knowledge management for knowledge creation are reviewed. This paper shows some examples on the systematic win-win problem solving in business environments using TRIZ methodology and comments the possibility of TRIZ in conceptual creative business innovation in future.

• East Asian mathematical journal
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• 제33권4호
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• pp.381-411
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• 2017

The purpose of this study is to investigate how students' mathematical creativity changes through problem-solving instruction using problem-posing for elementary school students and to explore instructional methods to improve students' mathematical creativity in school curriculum. In this study, nonequivalent control group design was adopted, and the followings are main results. First, problem-solving lessons with problem-posing had a significant effect on students' mathematical creativity, and all three factors of mathematical creativity(fluency, flexibility, originality) were also significant. Second, the lessons showed meaningful results for all upper, middle, and lower groups of pupils according to the level of mathematical creativity. When analyzing the effects of sub-factors of mathematical creativity, there was no significant effect on fluency in the upper and middle groups. Based on the results, we suggest followings: First, there is a need for a systematic guidance plan that combines problem-solving and problem-posing, Second, a long-term lesson plan to help students cultivate novel mathematical problem-solving ability through insights. Third, research on teaching and learning methods that can improve mathematical creativity even for students with relatively high mathematical creativity is necessary. Lastly, various student-centered activities in math classes are important to enhance creativity.

• 근관절건강학회지
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• 제29권2호
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• pp.124-132
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• 2022

Purpose: The purpose of this study was to investigate the relationships among critical thinking disposition, problem solving ability, and triage competency in nurses working in Emergency Rooms (ERs). Methods: This cross-sectional study, conducted in August and September 2021, involved 118 ER nurses from three hospitals in the Gyeonggi-do metropolitan area. The data were analyzed using t-test, ANOVA, Scheffé test, Pearson correlation coefficients, and multiple linear regression analysis using SPSS for Windows version 25.0. Results: The mean score of triage competency among ER nurses was 87.63±15.65. In the regression model, age, ER experience, triage experience, critical thinking disposition, and problem solving ability predicted 52% of the triage competency. Both critical thinking disposition and problem-solving ability were noted to be significant (β=.32, p<.001; β=.36, p<.001, respectively). Conclusion: Critical thinking disposition and problem solving ability of ER nurses were identified as major factors in triage competency. To improve ER nurses' triage competency and enhance critical thinking disposition and problem solving ability, a systematic and ongoing program should be developed and implemented.

• 한국수학사학회지
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• 제28권6호
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• pp.333-348
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• 2015

Problem sovling skill is one of the core skills in mathematics education. To improve students' problem solving skill, the project approach or project based learning has been developed and applied. A teaching and learning strategy utilizing 'project' encourages students to understand the problem embedded in the project, find and reflect the solution, which might be effective in improving students' problem solving skill. The present study systematically reviews literature regarding project based learning and analyzes the characteristics of project. The findings from the systematic review illuminate an appropriate approach to apply project based learning in mathematics classrooms.

• 기본간호학회지
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• 제15권4호
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• pp.548-557
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• 2008

Purpose: The purpose of this study was to develop a Korean problem solving process inventory (K-PSPI) for adults. Method: A conceptual framework for the adult problem solving process, and 40 preliminary questions were developed based on references and expert consultations. After a pilot test, preliminary questions were further refined. The final inventory of 30 items was tested with 1,500 adults. The validity and reliability of the K-PSPI were tested by factor analysis using the SPSS Windows 12.0 program. Results: Through factor analysis on the final 30 questions, 5 factors were identified and cumulative variant of the factors was 52.15%. For the test of reliability of the 30 questions on the problem-solving process, The Cronbach alpha was .93. Conclusion: This study showed that the K-PSPI is a systematic method with verifies reliability and validity. It is not only adequate for the actual circumstance and culture of Korean adults, but is also a useful instrument to test post-action problem solving ability.

• 한국콘텐츠학회논문지
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• 제16권12호
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• pp.203-212
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• 2016

본 연구의 목적은 문제중심학습을 적용한 시뮬레이션 실습 교육이 간호학생의 문제해결능력, 비판적 사고성향 및 학습만족도에 영향을 미치는 효과를 파악하고자 시도되었다. 연구 대상자는 K 지역 U 대학교 통합시뮬레이션 실습교과목을 수강한 63명의 간호학생으로 자료는 자가보고식 설문지를 이용하여 시뮬레이션 실습 수업 전 후에 수집되었다. 연구결과 문제해결능력과 학습만족도가 유의하게 향상된 효과가 있는 것으로 나타났으며, 문제해결능력, 비판적 사고성향 및 학습만족도간에는 양의 상관관계가 나타나 문제해결능력이 높아지면 비판적 사고성향과 학습만족도가 향상되는 것으로 나타났다. 따라서 문제중심학습을 적용한 시뮬레이션 실습교육이 문제해결능력과 학습만족도를 향상시키고 비판적 사고성향을 향상시키기 위해서는 충분한 반복 연습이 실습에서 이루어져야 할 것으로 사료된다.

• 한국신뢰성학회지:신뢰성응용연구
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• 제15권1호
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• pp.12-18
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• 2015

TRIZ is one of the most famous tools for creative problem solving. However, it is said that TRIZ is complicated and difficult to understand and apply to solve problems. In order to resolve these difficulties, this paper presents S-ARIZ, a simplified ARIZ(the algorithm for inventive problem solving). S-ARIZ revised ARIZ-85C on two ways. First, cause and effect analysis is used to define core technical contradictions and control parameters for the physical contradictions. Second, we add 5 inventive principles which revised SIT(systematic inventive thinking) partially to IFR-1 definition (Step 3-2 of ARIZ-85C) to solve the intensified technical contradictions systematically and effectively. It is expect that S-ARIZ can contribute to the rapid spread of TRIZ.