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문학과 수학의 문제: 역설과 부정을 중심으로
초록
This paper studies the fact that in literature, philosophy and human science the paradox and negative are related and evidenced by the axiom and proposition of Euclidean geometry in principle, norm and regulation to think from the ancient period to the 18th century. The point here this paper insists is that we don’t think Zeno’s story is not literary episode but mathematical fact or just paradox so that we can not go to the imaginary notion or dimension outside for many years just because we have prisoned in the dialect and logic for the system and formula in mathematics that are very important to know specific legend. Therefore, in order to analyze the Wordsworth’s poetry as a sample we get over the confined and restricted paradox or logic from the form or fly to the physical or universal truth or beauty in the content of literature. Finally it is not the language just for the mathematical understanding of precision and completeness. It is the one we symbolize and created the inside or outside of nature through the mathematical sense. Because mathematic is the language that are steady, convergent, divergent silence or presence in the world.
키워드
- 제목
- 문학과 수학의 문제: 역설과 부정을 중심으로
- 제목 (타언어)
- A problem of Literature and mathematics on the paradox and negative
- 저자
- 정익순
- 발행일
- 2016-08
- 저널명
- 문화와융합
- 권
- 38
- 호
- 4
- 페이지
- 89 ~ 111
- 출판사
- 한국문화융합학회
- 분량
- 23 페이지
- ISSN
- P 1225-0422