Ruang S-Normal
DOI:
https://doi.org/10.11113/matematika.v17.n.104Abstract
Levine telah memperkenalkan set semi-terbuka sebagai bentuk lemah bagi set terbuka dan Maheswari dan Prasad telah mengkaji ruang s-sekata. Kajian ini akan memperlihatkan keselarian idea dengan memperkenalkan konsep ruang s-normal dan mengkaji sifat-sifatnya. Bentuk kesetaraan bagi s-normal ditunjukkan. Sifat warisan hanya berlaku untuk subruang tertutup yang juga semi-terbuka. Katakunci: semi-terbuka; s-normal; normal; semi-selanjar; selanjar. Levine introduced the concept of semi-open set as the weak form of open set and Maheswari and Prasad studied the s-regular space. This paper will demonstrate the parallelism of ideas by introducing the concept of s-normal space and study its properties. The equivalent form of s-normal is shown. The hereditary property holds for the closed subspace which is also semi-open. Keywords: semi-open; s-normal; normal; semi-continuous; continuous.Downloads
Published
01-06-2001
Issue
Section
Analysis and Algebra
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Copyright of articles that appear in MATEMATIKA: MJIAM belongs exclusively to Penerbit UTM Press, Universiti Teknologi Malaysia. This copyright covers the rights to reproduce the article, including reprints, electronic reproductions or any other reproductions of similar nature.How to Cite
Ruang S-Normal. (2001). MATEMATIKA, 17, 45–50. https://doi.org/10.11113/matematika.v17.n.104
















