AbstractIn the category of stable dcpo's, free constructions w.r.t. algebraic theories exist. From this, we obtain various stable power domain constructions. After handling their properties in general, we concentrate on the stable Plotkin power construction. For continuous ground domains, it is explicitly described in terms of saturated compact sets. In case of algebraic ground domains, this description is isomorphic to Buneman's lossless power domains
AbstractIn the seventies, G. Plotkin noticed that Tω, the cartesian product of ω copies of the 3 ele...
A domain representation of a topological space X consists of a domain D, a subset DR ⊆ D and a conti...
AbstractA completion via Frink ideals is used to define a convex powerdomain of an arbitrary continu...
AbstractIn the category of stable dcpo's, free constructions w.r.t. algebraic theories exist. From t...
AbstractIn denotational semantics of programming languages, various categories of domains, with cont...
AbstractThe variety of power domain constructions proposed in the literature is put into a general a...
We present two characterisations of FS domains, using the upper and the lower power domain construc...
AbstractLet SABC (resp., SABC˜) be the category of algebraic bounded complete domains with condition...
AbstractThis paper studies the topological aspects of stable functions. A basic notion of open sets,...
The variety of power domain constructions proposed in the literature is put into a general algebraic...
AbstractBerry's category of dI-domains with stable functions is a relatively intricate, yet elegant,...
We motivate and define a category of "topological domains", whose objects are certain topological sp...
We develop domain theory in constructive univalent foundations without Voevodsky's resizing axioms. ...
ABSTRACT. In the present article we continue recent work in the direction of domain theory were cert...
AbstractWe motivate and define a category of topological domains, whose objects are certain topologi...
AbstractIn the seventies, G. Plotkin noticed that Tω, the cartesian product of ω copies of the 3 ele...
A domain representation of a topological space X consists of a domain D, a subset DR ⊆ D and a conti...
AbstractA completion via Frink ideals is used to define a convex powerdomain of an arbitrary continu...
AbstractIn the category of stable dcpo's, free constructions w.r.t. algebraic theories exist. From t...
AbstractIn denotational semantics of programming languages, various categories of domains, with cont...
AbstractThe variety of power domain constructions proposed in the literature is put into a general a...
We present two characterisations of FS domains, using the upper and the lower power domain construc...
AbstractLet SABC (resp., SABC˜) be the category of algebraic bounded complete domains with condition...
AbstractThis paper studies the topological aspects of stable functions. A basic notion of open sets,...
The variety of power domain constructions proposed in the literature is put into a general algebraic...
AbstractBerry's category of dI-domains with stable functions is a relatively intricate, yet elegant,...
We motivate and define a category of "topological domains", whose objects are certain topological sp...
We develop domain theory in constructive univalent foundations without Voevodsky's resizing axioms. ...
ABSTRACT. In the present article we continue recent work in the direction of domain theory were cert...
AbstractWe motivate and define a category of topological domains, whose objects are certain topologi...
AbstractIn the seventies, G. Plotkin noticed that Tω, the cartesian product of ω copies of the 3 ele...
A domain representation of a topological space X consists of a domain D, a subset DR ⊆ D and a conti...
AbstractA completion via Frink ideals is used to define a convex powerdomain of an arbitrary continu...