• International Journal of Fuzzy Logic and Intelligent Systems
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• 제2권2호
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• pp.153-158
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• 2002

In this paper we introduce the concept of a fuzzy almost c-continuity and investigate some of its properties.

• Journal of applied mathematics & informatics
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• 제16권1_2호
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• pp.445-452
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• 2004

In [8], Rosenfeld's digital ($k_0,\;k_1$)-continuity was introduced and another was also established in terms of the preservation of ${k_i}-connectedness,\;i\;{\in}\;\{0,\;1\}$ [2, 3]. In this paper a new version of digital ($k_0,\;k_1$)-continuity for images in $Z^n$ is referred, which is proved to be an extended version of the formers [2, 3, 8]. The current digital ($k_0,\;k_1$)-continuity is derived from the notion of n kinds of digital neighborhoods with some radius without any difficulties on the dimension and adjacency of an image in $Z^n$. The aim of this paper is to compare among Rosenfeld's digital continuity, the current digital continuity and Boxer's digital ($k_0,\;k_1$)-continuity.

• East Asian mathematical journal
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• 제39권2호
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• pp.119-139
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• 2023

Most of calculus and real analysis are concerned with the study on continuous functions. Because of self-sustaining concept caused by everyday language, continuity has difficulties. This kind of viewpoint is strengthened with that teacher explains continuity by graph drawn ceaselessly and so finally confused with mathematics concept which is continuity and connection. Thus such a concept image of continuity becomes to include components which create conflicts. Therefore, we try to analyze understanding of continuity on university students by using the concept image as an analytic tool. We survey centering on problems which create conflicts with concept definition and image. And we investigate that difference of definition in continuous function which handles in calculus and analysis exists and so try to present various results on university students' understanding of continuity concept.

• 디지털융복합연구
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• 제16권11호
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• pp.495-500
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• 2018

본 연구는 멀티 디바이스 환경에서 사용자 경험의 연속성을 높일 수 있는 요인들에 대해 알아보았다. 우선 구조적 차이와 태스크의 연속성에 관해서는 크로스 미디어의 특성에 따른 OS의 차이와 마우스의 사용과 터치 제스처라는 기능적인 차이가 연속성을 방해하는 요소로 나타났으며 연속성을 높이기 위해서는 메타포와 어포던스로 시각 단서를 제공해 상관성과 가시성을 높여주어야 한다. 시각 기억과 인지의 연속성 부분에서는 시지각적 요소의 동일성과 유사성으로 익숙함을 부여하여 친숙성의 요인이 연속성과 밀접한 관련이 있음을 알 수 있었다. 마지막으로 사용자 경험의 연속성을 위해서는 시지각적 요소는 물론 정보의 의미와 배치의 일관성이 사용자 경험의 연속성을 위한 요인이 되는 것을 알 수 있었다. 이를 바탕으로 사용자 경험의 연속성 차원의 친숙성, 일관성, 상관성, 가시성의 요인으로 회귀 분석을 실시한 결과 친숙성, 일관성, 상관성은 유의미한 영향 요인인 반면 가시성은 연속성에 큰 영향을 미치지 않음을 알 수 있었다.

• Journal of Preventive Medicine and Public Health
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• 제40권1호
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• pp.51-58
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• 2007

Objectives : The objectives of this study were to estimate the continuity of care for all Koreans with diabetes and to identify factors affecting the continuity of care. Methods : We obtained National Health Insurance claims data for patients with diabetes who visited health-care providers during the year 2004. A total of 1,498,327 patients were included as study subjects. Most Frequent Provider Continuity (MFPC) and Modified, Modified Continuity Index (MMCI) were used as indexes of continuity of care. A multiple linear regression analysis was used to identify factors affecting continuity of care. Results : The average continuity of care in the entire population of 1,498,327 patients was $0.89{\pm}0.17$ as calculated by MFPC and $0.92{\pm}0.16$ by MMCI. In a multiple linear regression analysis, both MFPC and MMCI were lower for females than males, disabled than non-disabled, Medicaid beneficiaries than health insurance beneficiaries, patients with low monthly insurance contributions, patients in rural residential areas, and patients whose most frequently visited provider is the hospital. Conclusions : The continuity of care for patients with diabetes is high in Korea. However, women, the disabled and people of low socio-economic status have relatively low continuity of care. Therefore, our first priority is to promote a diabetes management program for these patients.

• 대한수학교육학회지:수학교육학연구
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• 제27권4호
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• pp.727-745
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• 2017

본 연구는 함수의 연속성에 대한 학문수학의 개념과 학생들의 인식의 차이를 탐구하기 위해, 아리스토텔레스의 연속 개념 및 함수의 연속성의 역사적 발달과정을 고찰하였다. 연속의 본질을 찾고자 했던 아리스토텔레스는 연속을 '분할 불가능한 하나의 전체'로 특징지었다. 19세기 이전 수학자들은 공간에 기초하여 함수의 연속성을 생각하였지만, 19세기 해석학의 산술화 이후 연속 개념은 현대적인 ${\epsilon}-{\delta}$ 정의로 나타났으며, 여러 학자들은 이 과정을 혁명적이라고 생각하였다. 학생들은 아리스토텔레스의 연속 개념 및 산술화 이전 수학자들과 유사한 관점으로 함수의 연속성을 생각하는 경향이 있었으며, 따라서 학생들의 개념을 단순히 오류로 보는 것은 무리가 있다. 함수의 연속성에 대한 본 연구는, 학생들의 오개념으로 인지되고 있는 것들은 때때로 오류라기보다는 역사적으로 존재해왔던 하나의 패러다임적 사고로서 볼 수 있음을 고찰하였다.

• 보건행정학회지
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• 제29권3호
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• pp.262-276
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• 2019

Background: The most important thing to strengthen primary care is to prove that the continuity of primary care is an essential area for good health outcomes. The purpose of this study is to analyze the effect of outpatient continuity of primary care on the hospitalization experience of diabetes mellitus in new diabetic patients. Methods: Using the Korean National Health Insurance Service national sample cohort (NHIS-NSC 2011-2015) data, 3,391 new diabetic patients in 2012 were selected for the study. Multiple logistic regression was performed to investigate the effect of outpatient continuity of primary care on hospitalization in new diabetic patients. Results: The outpatient continuity of primary care in new diabetic patients was measured by the continuity of care index, which showed that 69.4% (n=2,352) were high level and 30.6% (n=1,039) were low level. Patients who had high continuity of primary care at the early stage of diabetes diagnosis showed 3.49 times more likely to maintain high continuity of primary care in the second year (95% confidence interval [CI], 2.72-4.49). Patients with low continuity of primary care for 2 years from the initial diagnosis of diabetes were 2.56 times more likely to be hospitalized due to diabetes than those who did not (95% CI, 1.55-4.25). Conclusion: This study identified the need for policies to increase the continuity of primary care for new diabetic patients and could contribute to lowering the admission rate of diabetic patients if the policy for this would work effectively.

• 호남수학학술지
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• 제42권2호
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• pp.251-268
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• 2020

In this paper, we estimate the degree of approximation by means of the complete modulus of continuity, the partial modulus of continuity, the Lipschitz-type class and Petree's K-functional for the bivariate Szász-Kantorovich operators based on Brenke-type polynomials. Later, we construct Generalized Boolean Sum operators associated with combinations of the Szász-Kantorovich operators based on Brenke-type polynomials. In addition, we obtain the rate of convergence for the GBS operators with the help of the mixed modulus of continuity and the Lipschitz class of the Bögel continuous functions.

• 충청수학회지
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• 제25권3호
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• pp.401-413
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• 2012

In the present paper we construct and introduce a new topology from an old one which are independent each of the other. The members of this topology are called ${\omega}_{\delta}$-open sets. We investigate some basic properties and their relationships with some other types of sets. Furthermore, a new characterization of regular and semi-regular spaces are obtained. Also, we introduce and study some new types of continuity, and we obtain decompositions of some types of continuity.

• 한국IT서비스학회지
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• 제10권4호
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• pp.83-101
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• 2011

Since most of companies these days are utilizing the Information system actively, Information System is the most important factor which should be recovered in terms of Business Continuity. However, a lot of enterprises have been outsourcing their Disaster Recovery Center. Therefore, it is highly possible that the information system can not work well and result in the discontinuity of business when any trouble arises because of seperated plan of Business Continuity and Disaster Recovery. The study draws critical success factors for successful disaster recovery through researches of 42 documents. Then, factors are reviewed through interviews with consultants, experts of Business Continuity Plan and the information system officers of domestic banks. Domestic companies can make use of the study when they develop or renew Disaster Recovery Plan or Information System in terms of Business continuity.