Add to ORKGSummary. This text includes definition of chain-complete poset, fix-point theorem on it, and definition of the function space of continuous functions on chain-complete posets [?]
Summary. This article is devoted to functions of general topological spaces. A function from X to Y ...
summary:A constructively valid counterpart to Bourbaki's Fixpoint Lemma for chain-complete partially...
A fixed point of a function f from a set X into itself is a point x0 satisfying f(x0) = x0. Theorem...
This text includes the definition of chain-complete poset, fix-point theorem on it, and the definiti...
I. Introduction. A partially ordered set P is co-chain complete if every countable chain (including ...
The basic definitions are given in the first section, including those for ω-chain continuity, ω-chai...
A partially ordered set P is ω-chain complete if every countable chain (including the empty set) in ...
AbstractWe investigate the existence of various limits and colimits in three categories: CPI (chain-...
Summary. The paper contains a definition of topological space. The following notions are defined: po...
We use chain methods to prove fixed point results for maximalizing mappings in posets. Concrete exa...
A partially ordered set is ω-chain complete if, for every countable chain, or ω-chain, in P, the lea...
Let a poset P be called chain-complete when every chain, including the empty chain, has a sup in P. ...
A topological space has the fixed point property if every continuous self-map of that space has at l...
For partially ordered sets that are continuous in the sense of D. S. Scott, the waybelow relation is...
summary:In this paper the notion of weak chain-completeness is introduced for pseudo-ordered sets as...
Summary. This article is devoted to functions of general topological spaces. A function from X to Y ...
summary:A constructively valid counterpart to Bourbaki's Fixpoint Lemma for chain-complete partially...
A fixed point of a function f from a set X into itself is a point x0 satisfying f(x0) = x0. Theorem...
This text includes the definition of chain-complete poset, fix-point theorem on it, and the definiti...
I. Introduction. A partially ordered set P is co-chain complete if every countable chain (including ...
The basic definitions are given in the first section, including those for ω-chain continuity, ω-chai...
A partially ordered set P is ω-chain complete if every countable chain (including the empty set) in ...
AbstractWe investigate the existence of various limits and colimits in three categories: CPI (chain-...
Summary. The paper contains a definition of topological space. The following notions are defined: po...
We use chain methods to prove fixed point results for maximalizing mappings in posets. Concrete exa...
A partially ordered set is ω-chain complete if, for every countable chain, or ω-chain, in P, the lea...
Let a poset P be called chain-complete when every chain, including the empty chain, has a sup in P. ...
A topological space has the fixed point property if every continuous self-map of that space has at l...
For partially ordered sets that are continuous in the sense of D. S. Scott, the waybelow relation is...
summary:In this paper the notion of weak chain-completeness is introduced for pseudo-ordered sets as...
Summary. This article is devoted to functions of general topological spaces. A function from X to Y ...
summary:A constructively valid counterpart to Bourbaki's Fixpoint Lemma for chain-complete partially...
A fixed point of a function f from a set X into itself is a point x0 satisfying f(x0) = x0. Theorem...