Add to ORKGIt is well known that every countably compact, meta compact (T-) space is compact, and it is easy to see thatl every pseudocompact, paracompact space is compact. The obvious question, then, is whether every pseudocompact, met
AbstractPF-compact spaces are defined. Every almost realcompact space is PF-compact and every separa...
Abstract. A space X is truly weakly pseudocompact if X is either weakly pseu-docompact or Lindelöf ...
AbstractFor an infinite cardinal α, we say that a subset B of a space X is Cα-compact in X if for ev...
It is well known that every countably compact, meta compact (T-) space is compact, and it is easy to...
AbstractWe construct a pseudocompact meta-Lindelöf space which is not compact. This contrasts with t...
For an infinite cardinal alpha, we say that a subset B of a space X is C-alpha-compact in X if for e...
When is the product of pseudo-(a,S)-compact spaces a pseudo-(a,S)-compact space? We show: For regula...
When is the product of pseudo-(a,S)-compact spaces a pseudo-(a,S)-compact space? We show: For regula...
AbstractA new notion of a strongly τ-pseudocompact space is introduced, and its relation to the noti...
This paper will be devoted to an exposition of some of the basic properties of paracompact spaces. I...
summary:In this paper, we study some properties of relatively strong pseudocompactness and mainly sh...
In 1979, B. Scott [6] answered in the.affirmative the question (posed by C. E. Aull and J. E. Vaugha...
In 1979, B. Scott [6] answered in the.affirmative the question (posed by C. E. Aull and J. E. Vaugha...
AbstractWe construct a pseudocompact meta-Lindelöf space which is not compact. This contrasts with t...
summary:A space $X$ is {\it truly weakly pseudocompact} if $X$ is either weakly pseudocompact or Lin...
AbstractPF-compact spaces are defined. Every almost realcompact space is PF-compact and every separa...
Abstract. A space X is truly weakly pseudocompact if X is either weakly pseu-docompact or Lindelöf ...
AbstractFor an infinite cardinal α, we say that a subset B of a space X is Cα-compact in X if for ev...
It is well known that every countably compact, meta compact (T-) space is compact, and it is easy to...
AbstractWe construct a pseudocompact meta-Lindelöf space which is not compact. This contrasts with t...
For an infinite cardinal alpha, we say that a subset B of a space X is C-alpha-compact in X if for e...
When is the product of pseudo-(a,S)-compact spaces a pseudo-(a,S)-compact space? We show: For regula...
When is the product of pseudo-(a,S)-compact spaces a pseudo-(a,S)-compact space? We show: For regula...
AbstractA new notion of a strongly τ-pseudocompact space is introduced, and its relation to the noti...
This paper will be devoted to an exposition of some of the basic properties of paracompact spaces. I...
summary:In this paper, we study some properties of relatively strong pseudocompactness and mainly sh...
In 1979, B. Scott [6] answered in the.affirmative the question (posed by C. E. Aull and J. E. Vaugha...
In 1979, B. Scott [6] answered in the.affirmative the question (posed by C. E. Aull and J. E. Vaugha...
AbstractWe construct a pseudocompact meta-Lindelöf space which is not compact. This contrasts with t...
summary:A space $X$ is {\it truly weakly pseudocompact} if $X$ is either weakly pseudocompact or Lin...
AbstractPF-compact spaces are defined. Every almost realcompact space is PF-compact and every separa...
Abstract. A space X is truly weakly pseudocompact if X is either weakly pseu-docompact or Lindelöf ...
AbstractFor an infinite cardinal α, we say that a subset B of a space X is Cα-compact in X if for ev...