A Characterization of Continuity of ¿¿ and P¿ Monads in Topolog - Hamad, Ibrahim O.;Ismail, Tahir H.;Hussein, Sami A.
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Nonstandard topology is a kind of topology which is constructed by means of nonstandard analysis. There are several important concepts in topology which can be defined in terms of preopen sets. Among the most well-known are Bourbaki's submaximal spaces. In this book, we apply the notions of _-open and preopen sets in topological spaces to present and study two new types of monads which are called _th-monad and Pth-monad which play an important role in studying and characterizing several topological concepts like _-closed spaces, _-T2 spaces, p-closed spaces, pre-Urysohn spaces, ..etc. and it…mehr

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Produktbeschreibung
Nonstandard topology is a kind of topology which is constructed by means of nonstandard analysis. There are several important concepts in topology which can be defined in terms of preopen sets. Among the most well-known are Bourbaki's submaximal spaces. In this book, we apply the notions of _-open and preopen sets in topological spaces to present and study two new types of monads which are called _th-monad and Pth-monad which play an important role in studying and characterizing several topological concepts like _-closed spaces, _-T2 spaces, p-closed spaces, pre-Urysohn spaces, ..etc. and it can be used in an external characterizing of pre -th-open sets and _th-open sets.
Autorenporträt
Ibrahim O. Hamad, Ph.D.: Assistant (Associate) Professor, Univ. of Salahaddin-Hawler, Kurdistan Region-Iraq, Tahir H. Ismail, Ph.D.: Professor, Univ. of Mosul, Sami A. Hussein, Ph.D.: Lecturer, Univ. of Salahaddin-Hawler, Interest field: Nonstandard Analysis and its Applications.