DOIAbstract
AbstractIn this paper it is proved that for a Lawson compact algebraic dcpo D and a bifinite domain L with smallest element, the function space [D→L] is algebraic and Lawson compact
AbstractIn this paper it is proved that for a Lawson compact algebraic dcpo D and a bifinite domain L with smallest element, the function space [D→L] is algebraic and Lawson compact
The second author proved in [7] that each cartesian closed categoryof pointed domains and Scott-cont...
AbstractLet X be a Tychonoff space, Y a metrizable space and C(X,Y) be the space of continuous funct...
In earlier work the second author introduced the tool of pointwise directed families of characterist...
AbstractIn this paper it is proved that for a Lawson compact algebraic dcpo D and a bifinite domain ...
AbstractThe purpose of this paper is to study the Lawson compactness of function spaces for L-domain...
AbstractPlotkin, Smyth and Jung studied the category of bifinite domains. In this paper, we prove th...
AbstractIt is proved in this paper that for a continuous B-domain L, the function space [X→L] is con...
A thorough understanding of function spaces is useful for identifying large cartesian closed categor...
Introduction We show that the probabilistic powerdomain of a Lawson-compact continuous domain is ag...
AbstractThe purpose of this paper is to study the structure of compact continuous L-domains. It is p...
A study on maximal classes of topological spaces and domains determined by function spaces is presen...
Abstract. In [1] compactness criteria in function spaces are investigated for general coorbit spaces...
Compactness is a central concept in topology, its usefulness is in allowing to treat spaces as 'fini...
AbstractIt is known from the theory of continuous lattices that if X is a locally compact Hausdorff ...
Abstract. We give a new proof of a recent characterization by Diaz and May-oral of compactness in th...
The second author proved in [7] that each cartesian closed categoryof pointed domains and Scott-cont...
AbstractLet X be a Tychonoff space, Y a metrizable space and C(X,Y) be the space of continuous funct...
In earlier work the second author introduced the tool of pointwise directed families of characterist...
AbstractIn this paper it is proved that for a Lawson compact algebraic dcpo D and a bifinite domain ...
AbstractThe purpose of this paper is to study the Lawson compactness of function spaces for L-domain...
AbstractPlotkin, Smyth and Jung studied the category of bifinite domains. In this paper, we prove th...
AbstractIt is proved in this paper that for a continuous B-domain L, the function space [X→L] is con...
A thorough understanding of function spaces is useful for identifying large cartesian closed categor...
Introduction We show that the probabilistic powerdomain of a Lawson-compact continuous domain is ag...
AbstractThe purpose of this paper is to study the structure of compact continuous L-domains. It is p...
A study on maximal classes of topological spaces and domains determined by function spaces is presen...
Abstract. In [1] compactness criteria in function spaces are investigated for general coorbit spaces...
Compactness is a central concept in topology, its usefulness is in allowing to treat spaces as 'fini...
AbstractIt is known from the theory of continuous lattices that if X is a locally compact Hausdorff ...
Abstract. We give a new proof of a recent characterization by Diaz and May-oral of compactness in th...
The second author proved in [7] that each cartesian closed categoryof pointed domains and Scott-cont...
AbstractLet X be a Tychonoff space, Y a metrizable space and C(X,Y) be the space of continuous funct...
In earlier work the second author introduced the tool of pointwise directed families of characterist...
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