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A Note on Transfinite Cardinal Numbers

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dc.contributor.authorPark, Yong Sikko_KR
dc.date.accessioned2014-11-19T09:19:33Z-
dc.date.available2014-11-19T09:19:33Z-
dc.date.issued1979ko_KR
dc.identifier.issn1598-3390ko_KR
dc.identifier.otherOAK-2014-00057ko_KR
dc.identifier.urihttp://repository.uc.ac.kr/handle/2014.oak/694-
dc.description.abstract本 論文은 超限基數들(또는 無限集合의 基數들)에 關한 것이다. 論文의 目的은 有限集合의 基數들의 性質을 알고 超限基數들(Χ_0, C, 2^Χ_0, 2^C, Χ_0^Χ_0, Χ_0^C, C_Χ_0, C^C)의 一般的 特性을 조사하여 그들간의 相互關係를 硏究하는데 있다.ko_KR
dc.description.abstractThis paper is concerned with transfinite cardinal numbers(or the cardinal number of infinite sets). The purpose is to investigate the general properties of transfinite cardinal numbers(Χ_0, C, 2^Χ_0, 2^C, Χ_0^Χ_0, Χ_0^C, C_Χ_0, C^C) and study their correlations as follows: 1. Algebraic numbers and Χ_0. 2. Other sets with cardinality c and Χ_0. 3. Cardinal exponents and Χ_0, C. 4. The cardinality of the set of function and subset. Cardinalities are to be well-defined sets, and every set is to be equipotent with exactly one cardinal number. The cardinal number of any denumerable set is customarily designated by the symbolΧ.(aleph-null). It is useftl to distinguish between finite cardinal numbers-that is, cardinal numbers of finite sets-and infinite, or transfinite cardinal numbers, which are the cardinal number of infinite sets. We shall show to investigate a general definition of cardinal numbers of infinite sets, or transfinite cardinal numbers.ko_KR
dc.description.statementofresponsibilityopen-
dc.format.extent95-99ko_KR
dc.relation.ispartof연구논문집ko_KR
dc.relation.ispartofseriesVol.4ko_KR
dc.rightsBY_NC_NDko_KR
dc.rights.urihttp://creativecommons.org/licenses/by-nc-nd/2.0/krko_KR
dc.titleA Note on Transfinite Cardinal Numbersko_KR
dc.title.alternative超限基數들에 關한 考察ko_KR
dc.type연구논문ko_KR
dc.contributor.college교양과ko_KR
dc.relation.issubpartofseriesNo. 2ko_KR

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