Add to ORKGIn this paper, we show that the character of any monotonically Lindel\"{o}f generalized ordered space is not greater than $\omega_1$, which gives a negative answer to a question [4, Question 51] posed by Levy and Matveev. doi:10.1017/S000497271100250
AbstractThe class of spaces such that their product with every Lindelöf space is Lindelöf is not wel...
AbstractWe show that the existence of a Lindelöf space whose product with the irrationals is not Lin...
Abstract. We answer a question of H.R. Bennett, K.P. Hart and D.J. Lutzer by showing that any genera...
In this paper, we show that the character of any monotonically Lindel\"{o}f generalized ordered spac...
In this paper, we show that the character of any monotonically Lindel\"{o}f generalized ordered spac...
In this paper, we show that the character of any monotonically Lindel\"{o}f generalized ordered spac...
In this paper, we show that the character of any monotonically Lindel\"{o}f generalized ordered spac...
In this paper, we show that a generalized ordered space representable as the union of two closed mon...
AbstractIn this paper we investigate the relation between separability and the monotone Lindelöf pro...
summary:In this paper, we study the monotone meta-Lindelöf property. Relationships between monotone ...
AbstractWe prove that if X is a paracompact monotonically normal space, and Y has a point-countable ...
AbstractA topological space X is called linearly Lindelöf if every increasing open cover of X has a ...
AbstractA space is monotonically Lindelöf (mL) if one can assign to every open cover U a countable o...
summary:A space is monotonically Lindelöf (mL) if one can assign to every open cover $\Cal U$ a coun...
A space is monotonically Lindelöf (mL) if one can assign to every open cover U a countable open ref...
AbstractThe class of spaces such that their product with every Lindelöf space is Lindelöf is not wel...
AbstractWe show that the existence of a Lindelöf space whose product with the irrationals is not Lin...
Abstract. We answer a question of H.R. Bennett, K.P. Hart and D.J. Lutzer by showing that any genera...
In this paper, we show that the character of any monotonically Lindel\"{o}f generalized ordered spac...
In this paper, we show that the character of any monotonically Lindel\"{o}f generalized ordered spac...
In this paper, we show that the character of any monotonically Lindel\"{o}f generalized ordered spac...
In this paper, we show that the character of any monotonically Lindel\"{o}f generalized ordered spac...
In this paper, we show that a generalized ordered space representable as the union of two closed mon...
AbstractIn this paper we investigate the relation between separability and the monotone Lindelöf pro...
summary:In this paper, we study the monotone meta-Lindelöf property. Relationships between monotone ...
AbstractWe prove that if X is a paracompact monotonically normal space, and Y has a point-countable ...
AbstractA topological space X is called linearly Lindelöf if every increasing open cover of X has a ...
AbstractA space is monotonically Lindelöf (mL) if one can assign to every open cover U a countable o...
summary:A space is monotonically Lindelöf (mL) if one can assign to every open cover $\Cal U$ a coun...
A space is monotonically Lindelöf (mL) if one can assign to every open cover U a countable open ref...
AbstractThe class of spaces such that their product with every Lindelöf space is Lindelöf is not wel...
AbstractWe show that the existence of a Lindelöf space whose product with the irrationals is not Lin...
Abstract. We answer a question of H.R. Bennett, K.P. Hart and D.J. Lutzer by showing that any genera...