• 대한간호학회지
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• 제44권6호
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• pp.639-648
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• 2014

Purpose: The purpose of this study was to identify life experiences of Korean patients with Hansen's disease (leprosy). Methods: For this study, 5 participants from Sorok Island Hospital were purposively chosen. Data were collected through in-depth individual interviews from June to July 2014. Data analysis method was based on Colaizzi's approach. Results: The study results showed that experiences of patients with Hansen's disease consisted of 14 themes and six theme clusters: 1) Bad disease approaching as fate; 2) Family breakup and far from the village; 3) New life in Sorok Island Hospital; 4) Treatment of Hansen's disease and disability; 5) Life in the disease community; 6) Comfort and hope of life. Conclusion: The findings of this study indicate that health care professionals should pay attention to patients with Hansen's disease not only to reduce their physical and psychological suffering, but also to help the community and public culture to reduce the social stigma surrounding this disease and causing suffering for the patients. The results of the present study can help us to have a better understanding of various aspects of patients' lived experiences.

• 한국수학교육학회지시리즈D:수학교육연구
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• 제9권1호
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• pp.25-45
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• 2005

Background Phenomenography suggests that more variation is associated with wider ways of experiencing phenomena. In the discipline of mathematics, broadening the 'lived space' of mathematics learning might enhance students' ability to solve mathematics problems Aims The aim of the present study is to: 1. enhance secondary school students' capabilities for dealing with mathematical problems; and 2. examine if students' conception of mathematics can thereby be broadened. Sample 410 Secondary 1 students from ten schools participated in the study and the reference group consisted of 275 Secondary 1 students. Methods The students were provided with non-routine problems in their normal mathematics classes for one academic year. Their attitudes toward mathematics, their conceptions of mathematics, and their problem-solving performance were measured both at the beginning and at the end of the year. Results and conclusions Hierarchical regression analyses revealed that the problem-solving performance of students receiving non-routine problems improved more than that of other students, but the effect depended on the level of use of the non-routine problems and the academic standards of the students. Thus, use of non-routine mathematical problems that appropriately fits students' ability levels can induce changes in their lived space of mathematics learning and broaden their conceptions of mathematics and of mathematics learning.