AbstractThrough the study of connected congruences of frames, we prove, without assuming any Choice Principle, the frame counterpart of the topological result that any Tychonoff space containing X as a dense subspace is locally connected if X is locally connected and pseudocompact
A $\sigma$-frame is a poset with countable joins and finite meets in whichbinary meets distribute ov...
A subspace $S$ of Tychonoff space $X$ is relatively pseudocompact in $X$ if every $f\in C(X)$ is bou...
A subspace $S$ of Tychonoff space $X$ is relatively pseudocompact in $X$ if every $f\in C(X)$ is bou...
AbstractThrough the study of connected congruences of frames, we prove, without assuming any Choice ...
AbstractA classical result in the theory of Tychonoff spaces is that, for any such space X, its Ston...
In this article, a certain new concept of connectedness in frames is introduced, namely, local conne...
We show that the least compactification of a non-compact regular continuous frame is locally connect...
Abstract. We prove that, if X is a Tychonoff connected space and X(x, X)::;; OJ for some x E X, then...
AbstractWe construct, under the continuum hypothesis, a first countable connected pseudocompact Tych...
We prove that every nonmeager connected Countable Dense Homogeneous space is locally connected under...
AbstractA connected Hausdorff space Y is called a connectification of a space X if X can be densely ...
AbstractWeak locale quotient morphisms between frames are defined, and it is proved that local conne...
In this thesis, we undertake a systematic study of local connectedness of frames. Among other centra...
In this thesis, we undertake a systematic study of local connectedness of frames. Among other centra...
Abstract. We prove that every nonmeager connected Countable Dense Homogeneous space is locally conne...
A $\sigma$-frame is a poset with countable joins and finite meets in whichbinary meets distribute ov...
A subspace $S$ of Tychonoff space $X$ is relatively pseudocompact in $X$ if every $f\in C(X)$ is bou...
A subspace $S$ of Tychonoff space $X$ is relatively pseudocompact in $X$ if every $f\in C(X)$ is bou...
AbstractThrough the study of connected congruences of frames, we prove, without assuming any Choice ...
AbstractA classical result in the theory of Tychonoff spaces is that, for any such space X, its Ston...
In this article, a certain new concept of connectedness in frames is introduced, namely, local conne...
We show that the least compactification of a non-compact regular continuous frame is locally connect...
Abstract. We prove that, if X is a Tychonoff connected space and X(x, X)::;; OJ for some x E X, then...
AbstractWe construct, under the continuum hypothesis, a first countable connected pseudocompact Tych...
We prove that every nonmeager connected Countable Dense Homogeneous space is locally connected under...
AbstractA connected Hausdorff space Y is called a connectification of a space X if X can be densely ...
AbstractWeak locale quotient morphisms between frames are defined, and it is proved that local conne...
In this thesis, we undertake a systematic study of local connectedness of frames. Among other centra...
In this thesis, we undertake a systematic study of local connectedness of frames. Among other centra...
Abstract. We prove that every nonmeager connected Countable Dense Homogeneous space is locally conne...
A $\sigma$-frame is a poset with countable joins and finite meets in whichbinary meets distribute ov...
A subspace $S$ of Tychonoff space $X$ is relatively pseudocompact in $X$ if every $f\in C(X)$ is bou...
A subspace $S$ of Tychonoff space $X$ is relatively pseudocompact in $X$ if every $f\in C(X)$ is bou...
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