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REFERENCE LINKING PLATFORM OF KOREA S&T JOURNALS
> Journal Vol & Issue
Journal for History of Mathematics
Journal Basic Information
Journal DOI :
The Korean Society for History of Mathematics
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Volume & Issues
Volume 12, Issue 2 - Dec 1999
Volume 12, Issue 1 - Jun 1999
Selecting the target year
페르마의 마지막 정리
Journal for History of Mathematics, volume 12, issue 2, 1999, Pages 1~13
Fermat's Last Theorem was proved. In this paper, we survey the historical development of format's Last Theorem and look over the Wolfskehl Prize, Beal's problem, and the abc conjecture.
Journal for History of Mathematics, volume 12, issue 2, 1999, Pages 15~23
This paper deals with the origin of the concept of lattices in mathematics and its development until 1930's. Although it is purely mathematical, its formation is due to the development of symbolic logic Further, logicians were mostly concerned about how to imitate the methods and duplicate the problems of algebra but not the application to mathematics. The first purely mathematical approach was given by Dedekind and his results were neglected and then reappeared in 1930's.
힐베르트의 세 번째 문제
Journal for History of Mathematics, volume 12, issue 2, 1999, Pages 25~39
In Euclidean plane geometry, areas of polygons can be computed through a finite process of cutting and pasting. The Hilbert's third problem is that a theory of volume can not be based on the idea of cutting and pasting. This problem was solved by Dehn a few months after it was posed. The purpose of this article is not only to study Hilbert's third Problem and its proof but also to provide basis for the secondary school mathematics.
함수 공간 적분에 대한 소고(I)
Journal for History of Mathematics, volume 12, issue 2, 1999, Pages 41~46
In this paper we first introduce the Wiener integral which is one of the function space integrals. And then we treat the conditional Wiener integral and explain the simple formula for the conditional Wiener integral with an example.
나머지 수 체계의 부활
Journal for History of Mathematics, volume 12, issue 2, 1999, Pages 47~54
We introduce some historical facts on number theory, especially prime numbers and modular arithmetic. And then, with the viewpoint of computer arithmetic, residue number systems are considered as an alternate to positional number systems so that high performance and high speed computation can be achieved in a specified domain such as cryptography and digital signal processing.
우리 나라 명수법에 대한 소고(III)
Journal for History of Mathematics, volume 12, issue 2, 1999, Pages 55~62
We research the origin of noun-following noun, Hal-Pun-Li which describes rate and clear up the difference between Hal-Pun-Li and numeric nouns which express decimal fractions. Next, we point out the mistakes of encyclopedia of mathematics, the Korean dictionary and the textbook of mathematics in the primary school, related to the difference. And then we detect the problems of the contents in the textbook which cause them. Finally we think of the improvements of the textbook.
Journal for History of Mathematics, volume 12, issue 2, 1999, Pages 63~82
The ways of mathematical meditative concentration of one's attentive calculation are the important records of the mathematics in the Korean mathematical history. Through them, we can find the methods of the mathematical thinking several generations ago, and presume the styles of life in the Chosun dynasty as men see the ancient life by the fossils. Thus we need to see them out of our unconcerns and rearrange them from the disorder without distortions.
수학적 연구기법의 변천과정에 관한 고찰
Journal for History of Mathematics, volume 12, issue 2, 1999, Pages 69~81
In this paper, I will divide the history of mathematics into four development stages. These are based on significant developments of mathematical concepts or the creation of new fields of mathematics. Then, I will survey the history stages through a study of the characteristic method of research and the most important concepts from each period.
고대 그리스의 수리철학과 수학교육관
Journal for History of Mathematics, volume 12, issue 2, 1999, Pages 83~97
This paper analyzes the philosophy of mathematics and outlook on the mathematics education as the Ancient Greece in the history of mathematics. This study tried to find out the direction of outlook on the mathematics education in the future.
고대 이집트 산술의 수학교육적 의의
Journal for History of Mathematics, volume 12, issue 2, 1999, Pages 99~118
This study aims to find the significance of the ancient Egyptian arithmetic in mathematics education and to analyze the educational value by practical teaching of the Egyptian multiplication. In this study, we confirmed that application of historical materials in mathematics instruction enable students to awaken their interest, to offer the opportunities of exploration, and furthermore to develop their mathematical thinking ability.
수학과 미술의 추상성
Journal for History of Mathematics, volume 12, issue 2, 1999, Pages 119~133
In this paper, we consider the abstraction of mathematics and arts. In particular, we compare cave arts of Palaeolith stone ages with those of Neolith stone ages and analyze paintings of a child. After the Middle ages, in Renaissance period the new technique, perspective was introduced by painters for the sake of realistic description. We consider the social background of perspective. In 19th century, European society became familiar with the abstraction of mathematics and arts. And we also study the mathematical concepts and the abstract paintings on the basis of the social backgrounds.
수학에서의 포스트모던 경향 -퍼지논리를 중심으로
Journal for History of Mathematics, volume 12, issue 2, 1999, Pages 135~141
It can be said that postmodernism shows a tendency to be anti-Descartes in the sense that it criticizes modern rationality which has started from Descartes. This paper suggests the relationship between modernism and postmodernism and that between. traditional Mathematics and fuzzy logic in three aspects, and shows that fuzzy logic tends to be a postmodern science in Mathematics.
A note on M-groups
Journal for History of Mathematics, volume 12, issue 2, 1999, Pages 143~149
Every finite solvable group is only a subgroup of an M-groups and all M-groups are solvable. Supersolvable group is an M-groups and also subgroups of solvable or supersolvable groups are solvable or supersolvable. But a subgroup of an M-groups need not be an M-groups . It has been studied that whether a normal subgroup or Hall subgroup of an M-groups is an M-groups or not. In this note, we investigate some historical research background on the M-groups and also we give some conditions that a normal subgroup of an M-groups is an M-groups and show that a solvable group is an M-group.
Fuzzy algebraic structures of
-fuzzy ideals of
Lee, Hyo-Sam ;
Journal for History of Mathematics, volume 12, issue 2, 1999, Pages 151~158
In this paper, the concepts of semiprime
-fuzzy ideals and semiprimary
-fuzzy ideals of a
-fuzzy ring are introduced and some fundamental propositions proved. And we investigate the relation between fuzzy nil radical and semiprimary.
Thomas Jech ;
Journal for History of Mathematics, volume 12, issue 2, 1999, Pages 159~165
수학의 향후 전망
Mikhael Gromov ;
Journal for History of Mathematics, volume 12, issue 2, 1999, Pages 167~169