• Journal of Korean Philosophical Society
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• v.129
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• pp.291-313
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• 2014

The aim of this paper is to clarify the Aristotle's conception of change(kinesis). Aristotle defines the change as a process which actualize a potentiality. From Aristotle's definition of the change, a number of consequences flow directly about how to conceptualize it. First, the change is fundamentally directional. Second, if we do not know what the change is directed toward, we do not understand what the change is. Third, everything that changes is caused to change by a distinct cause of change, a changer. Fourth, there is a single actualization of cause and subject of the change. All change, for Aristotle, is the change of an enduring subject. And all change occur in the infinite(to apeiron) which is time, space, matter. It would be absurd to equate the whole and the infinite, for that would be to say that the unlimited had a limit. The infinite does not contain, but in so far as it is infinite, is contained. And due at least in part to its potentiality, the infinite is unknowable. Because it lacks a form. The infinite traditionally derived its dignity from being thought of as a whole in which everything is contained. But Aristotle removes the infinite from its position of majesty. Aristotle's this idea was a revolution in philosophical perspective.

• School Mathematics
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• v.15 no.3
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• pp.633-650
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• 2013

The aim of this paper is to explore and understand, using in-depth interviews, the participant's interests and discourse analytic expressions in studying the notion of infinity and limit. In addition we tried to understand how the participant's ways of dealing with math and thinking patterns on the polygons whose boundary is infinite but area is finite as they brought up such examples. Further follow-up questions are posed on the infinite sum of a smallest number close to 0 and the sum of infinite sets of different smallest numbers close to 0. Larger aspects of two pre-service teachers' subjective thinking patterns and colloquial discourses were sketched by contrasting the three posed tasks. Cross case discussions are provided with several suggestions for the future research directions.

• Journal for History of Mathematics
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• v.22 no.2
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• pp.53-68
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• 2009

From ancient Greek times, the infinite concepts had debated, and then they had been influenced by Hebrew's tradition Kabbalab. Next, those infinite thoughts had been developed by Roman Catholic theologists in the medieval ages. After Renaissance movement, the mathematical infinite thoughts had been described by the vanishing point in Renaissance paintings. In the end of 1800s, the infinite thoughts had been concreted by Cantor such as Set Theory. At that time, the set theoretical trend had been appeared by pointillism of Seurat and Signac. After 20 century, mathematician $M\ddot{o}bius$ invented <$M\ddot{o}bius$ band> which dimension was more 3-dimensional space. While mathematicians were pursuing about infinite dimensional space, artists invented new paradigm, surrealism. That was not real world's images. So, it is called by surrealism. In contemporary arts, a lot of artists has made their works by mathematical material such as Mo?bius band, non-Euclidean space, hypercube, and so on.

• 농업기술회보
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• v.51 no.3
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• pp.34-34
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• 2014

청보리는 국내 사료맥류에서 가장 큰 비중을 차지하고 있으며, 겨울철 농경지 이용확대와 조사료지급률 향상을 위한 매우 중요한 작물로 알려져 있다. 국립식량과학원에서는 수량과 사료가치가 높은 청보리 중 까락이 없어 가축기호성이 좋은 '무한'을 육성했다.

• Journal of Korean Library and Information Science Society
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• v.46 no.4
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• pp.245-269
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• 2015

This study suggested that the concept of creative zone raised by the national interest of the 'Creation' should be extended in public libraries. The concept of creative zone in public libraries was analyzed on the basis of 'Con-creative structure ontology' by Rombach. As we understand a creator and creation as the relation of 'subject'-'object', The current concept of 'Creation' dilutes the possibility of 'Autogenese' that all beings as a subject possess. But 'Con-creative Structure' describes the process of 'Autogenese' through sharing and mutual communication of all beings. The formation process of Con-creative Structure corresponds to the philosophy of the library that supports the self-growth through communication and sharing. 'Co-working Space' is more suitable for the substantive image of Con-creativity than 'Makerspace'. Therefore, this study analyzed circumstances of creative zone in public libraries and Co-working Space in business areas and provided the conceptive and substantive modeling for Co-working Space in public libraries.

• Communications of Mathematical Education
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• v.34 no.3
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• pp.355-372
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• 2020

The concept of infinite series is an important subject of major mathematics curriculum in college. For several centuries it has provided learners not only counter-intuitive obstacles but also central role of analysis study. As the understanding in concept on infinite series became foundation of development of calculus in history of mathematics, it is essential to present students to study higher mathematics. Most students having concept of infinite sum have no difficulty in mathematical contents such as convergence test of infinite series. But they have difficulty in organizing concept of infinite series of partial sum. Thus, in this study we try to analyze construct the concept of infinite series in terms of APOS theory and genetic decomposition. By checking to construct concept of infinite series, we try to get an useful educational implication on teaching of infinite series.

• Journal of the Computational Structural Engineering Institute of Korea
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• v.20 no.1
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• pp.39-50
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• 2007

This paper presents 3D infinite elements for the elastodynamic problem with multi-layered half-space. Five different types of infinite elements are formulated by using approximate expressions of multiple wave components for the wave function in multi-layered soil media. They are horizontal, horizontal-corner, vortical, vertical-corner and vertical-horizontal-comer infinite elements. The elements can effectively be used for simulating wane radiation problems with multiple wave components. Numerical example analyses are presented for rigid disk, square footings and embedded footing on homogeneous and layered half-space. The numerical results show the effectiveness of the proposed infinite elements.

• Journal of The Korean Association For Science Education
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• v.36 no.2
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• pp.337-346
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• 2016

Makerspace was constructed to assist the public in creating new business, industry and market opportunities by combining their creative ideas with technology. So far, in Korea, a total of 58 makerspaces have been constructed and are running currently. Makerspaces are equipped with a variety of high-tech devices such as 3D printing technology and a laser cutter as means for transforming ideas into their prototypes. In this study, we examined users' experiences in makerspaces using online questionnaires and face-to-face interviews. We then presented motivations for using makerspace, interest in using it, concerns about using technologies, and other issues related to using makerspaces. Based on the results, we proposed three suggestions to improve users' experiences in makerspaces. These suggestions include: (1) supporting teaching and learning practices in makerspaces, (2) providing professional development opportunities for instructors in makerspaces, and (3) promoting innovative services that accommodate diverse users' needs.

• 월간산업보건
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• s.370
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• pp.50-53
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• 2019

문제에 대한 답을 찾으려면 본질로 돌아가야 한다. 건강한 산업현장을 위해 그 본질인 노동자의 목소리에 귀 기울인 결과, 이제는 인천에서도 고품질 맞춤형 산업보건 서비스를 만날 수 있다. 쾌적한 작업환경 조성으로 노동자의 건강한 내일을 위해 앞장설 인천산업보건센터가 그 주인공이다.

• Applied Chemistry for Engineering
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• v.25 no.2
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• pp.147-151
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• 2014

In many polymer processing operations, the diffusion of small molecules in polymeric materials plays an important role. The fundamental physical property required to design and optimize processing operations is the mutual diffusion coefficient. To investigate the transport properties of polymer/solvent systems at infinite dilution, capillary column inverse gas chromatography (CCIGC) is often employed. In this study, diffusion and partition coefficients of cyclic solvents in styrene/butadiene/styrene (SBS) block copolymer were measured over a wide temperature range using the CCIGC technique.