ON A GENERALIZATION OF NORMAL, ALMOST NORMAL AND MILDLY NORMAL SPACES

M. C. SHARMA; NIDHI SHARMA; SURBHI GOVIL

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ON A GENERALIZATION OF NORMAL, ALMOST NORMAL AND MILDLY NORMAL SPACES

机译：关于正态，几乎正态和轻度正态空间的广义化

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The aim of this paper is to study further characterizations and the relationships of Op-normal spaces, almost θp-normal spaces and mildly θp-normal spaces. We introduce the notion of gθpr-closed sets. By using gθpr-closed sets, we introduce new forms of generalized 6-precontinuity. Moreover, we obtain new characterizations of θp-normal spaces, almost θp-normal spaces and mildly θp-normal spaces and preservation theorems.

机译：本文的目的是研究Op-正态空间，几乎θp-正态空间和轻度θp-正态空间的进一步特征及其关系。我们介绍了gθpr闭集的概念。通过使用gθpr闭集，我们引入了广义6预连续性的新形式。此外，我们获得了θp正态空间，几乎θp正态空间和温和θp正态空间的新特征，并保留了定理。

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来源
《Acta Ciencia Indica》 |2011年第3期|p.727-733|共7页
作者
M. C. SHARMA; NIDHI SHARMA; SURBHI GOVIL;
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作者单位

Department of Mathematics, N.R.E.C. College, Khurja - 203 131 (U.P.), India;

Department of Mathematics, N.R.E.C. College, Khurja - 203 131 (U.P.), India;

Department of Mathematics, N.R.E.C. College, Khurja - 203 131 (U.P.), India;

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正文语种 eng
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关键词
θp-closed; gθp-closed; gθpr-closed and θp-open sets; gθpr-continuous and θp-normal spaces; almost θp-normal spaces; mildly θp-normal spaces;

机译：θp关闭gθp关闭gθpr-闭和θp-开集合;gθpr-连续和θp-法向空间;几乎是θp法线空间;θp-正态空间;

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ON A GENERALIZATION OF NORMAL, ALMOST NORMAL AND MILDLY NORMAL SPACES

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