A number of lattice-theoretic fixed point rules are generalised to category theory and applied to the construction of isomorphisms between list structures
For a finite ground set X, this paper investigates properties of the set of orders with the fixed po...
this paper seems also very promising as a basis for composition of systems [SG93]: we could take the...
This book presents a systematic approach to problems in economic equilibrium based on fixed-point ar...
A number of lattice-theoretic fixed point rules are generalised to category theory and applied to th...
AbstractThe fixed-point construction of Scott, giving a continuous lattice solution of equations X ≅...
There is a vibrant (but minority) community among philosophical logicians seeking to resolve the par...
Abstract. In this paper we use degree and index theory to present new applicable fixed point theory ...
Fixed point theory is an elegant mathematical theory which is a beautiful mixture of analysis, topol...
A survey of fixed point theorems in analysis is given from their initiation to the present. The many...
We give an axiomatic treatment of fixed-point operators in categories. A notion of iteration operato...
ABSTRACT. A collection of fixed point theorems is generalized by replacing hypothesized commutativit...
Lang CB, Baier R, Reusch HJ. The Fixed point structure of lattice field theories. 1988
We consider rather general operators mapping valuations to (sets of) valuations in the context of th...
AbstractWe propose a new approach towards proving that the fixed point property for ordered sets is ...
The basic Zermelo-Bourbaki fixed point principle is being enlarged from a technical viewpoint. Some ...
For a finite ground set X, this paper investigates properties of the set of orders with the fixed po...
this paper seems also very promising as a basis for composition of systems [SG93]: we could take the...
This book presents a systematic approach to problems in economic equilibrium based on fixed-point ar...
A number of lattice-theoretic fixed point rules are generalised to category theory and applied to th...
AbstractThe fixed-point construction of Scott, giving a continuous lattice solution of equations X ≅...
There is a vibrant (but minority) community among philosophical logicians seeking to resolve the par...
Abstract. In this paper we use degree and index theory to present new applicable fixed point theory ...
Fixed point theory is an elegant mathematical theory which is a beautiful mixture of analysis, topol...
A survey of fixed point theorems in analysis is given from their initiation to the present. The many...
We give an axiomatic treatment of fixed-point operators in categories. A notion of iteration operato...
ABSTRACT. A collection of fixed point theorems is generalized by replacing hypothesized commutativit...
Lang CB, Baier R, Reusch HJ. The Fixed point structure of lattice field theories. 1988
We consider rather general operators mapping valuations to (sets of) valuations in the context of th...
AbstractWe propose a new approach towards proving that the fixed point property for ordered sets is ...
The basic Zermelo-Bourbaki fixed point principle is being enlarged from a technical viewpoint. Some ...
For a finite ground set X, this paper investigates properties of the set of orders with the fixed po...
this paper seems also very promising as a basis for composition of systems [SG93]: we could take the...
This book presents a systematic approach to problems in economic equilibrium based on fixed-point ar...
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