• Title/Summary/Keyword: history of ideas

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Technology, Morality and Modern Ideal Cities: Arcadia and Science Fiction (기술(技術)과 윤리(倫理)와 근대(近代) 이상도시(理想都市) Arcadia and Science Fiction)

  • Chung, Jin-Soo
    • Journal of architectural history
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    • v.7 no.1 s.14
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    • pp.93-108
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    • 1998
  • The threads of this thesis are several theoretical issues of modern urban ideals. Modern architects and urban designers conceived their individual artifacts, which assumed to be laid out on the new settings totally different from the existing urban fabrics derived from inherently medieval ones. In the discussion of modern ideal society, the Industrial Revolution and the Enlightenment was a pivotal point. Innovations in technology and expanded living territories since the double revolution have been critical factors in the evolution of new ideas of urbanism. The tremendous success in science and technology led a way to the 'science-fiction' environment as a destined apocalyptic world. The dream, whether it was socialist or in any other believes, to a pastoral utopia beyond the capitalist society was represented through the ideal cities, which were modern versions of arcadia in the other approaches. Two sides of revolutionary ideas are presented as a futurist city and a garden city, which are on the separate notions but co-existed or overlapped in a single urban project such as in Le Corbusier urban schemes or even Tchumi's recent work, Parc de la Villette. Urban ideas in the twentieth century are based on urban naturalism, the notion of which was consistant from abbe Laugier to Le Corbusier, as well as machine aesthetics interpreted in terms of archeological research and modern technology.

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A Note on the History of the Gambler's Ruin Problem

  • Song, Seongjoo;Song, Jongwoo
    • Communications for Statistical Applications and Methods
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    • v.20 no.2
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    • pp.157-168
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    • 2013
  • This paper deals with the history of one of the well-known and historically important problems in probability, "Gambler's ruin". This problem was first solved by Pascal and Fermat and published by Huygens in 1657. It was studied and extended by many probabilists in early years and thus, it became an important problem in probability history, introducing many new concepts. We would like to introduce the problem in detail to readers and share the ideas on how new problems are developed, relating to old problems.

A Study on Song Soon's Myonang-jong and the Architectural Characteristics of Nujung of 16th Century (송순의 면앙정과 16세기 누정건축에 관한 연구)

  • Youn, Li-Ly
    • Journal of architectural history
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    • v.14 no.4 s.44
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    • pp.29-39
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    • 2005
  • The Honam region has played an important role in the development of Korea poetry. So this study focuses on Song Soon among various factors of Honam architecture in 16th century. He was ahead of his times in development of Korean literature, and made buildings that become background and materials of his literature. Song Soon built Myonang-jong in Damyang for his life time and tried to design to pull in nature into his buildings. These buildings were built in beautiful landscape, and showed elegance as a retired scholar and Taoism characteristics. He provided basic ideas, that is, pulling in nature into architecture, and metaphysics morality, and his ideas also influenced Honam School Including Jung Chul. This study looks into Nujung architecture that had become materials of Myonang-jong Song Soon literature and characteristics of Honam architecture through his buildings at the same time.

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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.

『동의보감(東醫寶鑑)』 <서(序)>와 <집례(集例)>에 대한 고찰

  • Lee, Hyeok-Jae;Cha, Ung-Seok;Kim, Nam-Il
    • The Journal of Korean Medical History
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    • v.17 no.1
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    • pp.177-194
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    • 2004
  • This study examines the main points of DongUiBoGam(東醫寶鑑) based on the preface(序) and Compiled Examples(集禮) of DongUiBoGam(東醫寶鑑). The results of this study are the following: 1) DongUiBoGam(東醫寶鑑)'s InSinReon(人身論: man-body doctrine) states that Form(形 -hyeong) and Jeong(精), Ki(氣), Sin(神) are the foundation and the Organs are the mediators. 2) DongUiBoGam(東醫寶鑑) includes Taoism, Buddhism, and Medical Science. 3) DongUiBoGam(東醫寶鑑)'s NaeGyeongChapter(內景篇), OeHyeongChapter(外形篇), JapByeongChapter(雜病篇)'s name shows that each chapter's key concept is Gyeing, Hyeong(形-Form), and Byeong(病-Sickness). 4) The purpose of DongUiBoGam(東醫寶鑑) is Following the Ideas Handed Down From Forefathers(慕古人之遺意), and in this prospect, the context could be named, 'The Treasure Box and Mirror of Eastern Ideas' (東意寶鑑-DongUiBoGam).

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An Hwak's Recognition of 'Joseon' and 'Joseon Cheolhak' (안확의 '조선' 인식과 '조선철학')

  • Lee, Haeng Hoon
    • The Journal of Korean Philosophical History
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    • no.50
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    • pp.171-200
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    • 2016
  • The full-scaled study of Joseon conducted by Japan in the 1910s was part of its colonial policy, while the native Joseon studies against it contained political aspiration to recover the national rights and independence. Accordingly, the conceptual meaning of 'Joseon' varied according to its subject of speech. The establishment of modern nation-state failed along with the extinction of Korean Empire, but 'Joseon' was newly discovered within national ideology. It became a historical concept in which the experience of the past and the expectation toward the future could be united. The so-called 'Joseon Studies' was only limited to intellectuals in the academic circle, but 'Joseon' embraced the articulations from more various social agents. Furthermore, it is only natural that 'Joseon Studies' should be interpreted within the historical semantics of 'Joseon', considering the connection between concept and discourse. In his The History of Joseon Civilization, An Hwak encompassed the history from the times of ancient mythology to the contemporary times under the banner of 'Joseon'. Opposing Japanese distortion of history carried out in the name of historical positivism, he idealized Joseon history as comparable to that of the Western democracy. He extended the study of 'Joseon' into culture at large, foreshadowing a kind of Joseon philosophy. In his An Overview of Joseon Philosophical Ideas, the first description of 'Joseon philosophy' as an independent field, he proposed philosophy as one of three sources of pride in Joseon and asserted its uniqueness and originality compared to the West. It was an attempt to grasp the peculiarity of Joseon ideas from a perspective of the history of universal human civilization. He considered 'Jong'(倧) as an ideological foundation held from the ancient to the modern times, and the acceptance of Buddhism and Confucianism as beneficial to 'Joseon philosophy'. The birth of 'Joseon philosophy', the modern transformation of the traditional knowledge system, was an intellectual experiment to apply traditional knowledge to the modern disciplinary classification system.

The education of classical philosophy & ideas and methodology of confucian philosophy (철학교과교육론(I) : 고전철학과 유가철학의 교육이념과 방법)

  • Lim, Heongyu
    • The Journal of Korean Philosophical History
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    • no.27
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    • pp.363-386
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    • 2009
  • This paper's aim is to articulate the educational ideas and methodology of Confucian philosophy in contrast with western classical Philosophy. The ideas and methodology of western classical philosophy is manifested on "the similes of cave" in The Republic of Plato. "The similes of cave" teaches us that 1) philosophy begins with criticism of everyday's consciousness, 2) philosophy is based upon radical philosophical attitude, 3) philosophy request absolute knowledge of the ultimate, 4) philosopher enlightenments the people with absolute knowledge of the ultimate. Confucius said, "at fifteen, I had my mine bent on learning, ⋯⋯ at fifty I knew the decrees of Heaven, ⋯⋯ at seventy, I could follow what my heart desired, without transgressing what was right." This is a typical of philosophical life. Therefore, What the Great Learning as one of confucian Four Books represents, is 1) to illustrate illustrious Virtue, 2) to renovate the people, 3) and to rest in the highest excellence.

The architecture of the Kyongbok Palace in the early years of the Chosun Dynasty (조선초기 창건 경복궁의 공간구성 - 고려 궁궐과의 관계에 대해서 -)

  • Kim, Dong-Uk
    • Journal of architectural history
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    • v.7 no.2 s.15
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    • pp.9-27
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    • 1998
  • It could be said that the Kyongbok Palace, the main palace of the Chosun Dynasty which built in the early years of the Dynasty, had two main architectural characters. One ; the entire building complex was arranged under the influence of ancient Chinese building principle based on the Confucian ideas. Two ; building compositions and shape of each buildings were succeeded from the palace of the former Koryo Dynasty, especially on the latter periods of it. The architecture of the Kyongbok Palace had formed its own uniqueness by developing these two characters.

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무리수 개념의 역사적 발생과 역사발생적 원리에 따른 무리수 지도

  • 장혜원
    • Journal for History of Mathematics
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    • v.16 no.4
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    • pp.79-90
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    • 2003
  • This paper aims to consider the genesis of irrational numbers and to suggest a method for teaching the concept of irrational numbers. It is the notion of “incommensurability” in geometrical sense that makes Pythagoreans discover irrational numbers. According to the historica-genetic principle, the teaching method suggested in this paper is based on the very concept, incommensurability which the school mathematics lacks. The basic ideas are induced from Clairaut's and Arcavi's.

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Mathematics in Korean Traditional Music (한국 음악 속의 수학)

  • Kim Ki-Won;Ahn Sun-Phill
    • Journal for History of Mathematics
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    • v.17 no.4
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    • pp.65-76
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    • 2004
  • Even though mathematics and music play very different roles in our society, they are closely related to each other. In this paper, we studies relations between mathematics and Korean traditional music, and give some ideas to use such relations in mathematics education.

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