Pages that link to "Item:Q1927945"
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The following pages link to The fixed point property for ordered sets (Q1927945):
Displaying 26 items.
- Inductive properties of fixed point sets of mappings on posets and on partially ordered topological spaces (Q288145) (← links)
- Subsets of the square with the continuous and order preserving fixed point property (Q412733) (← links)
- On the fixed point property for \((3 + 1)\)-free ordered sets (Q651421) (← links)
- On the strong fixed point property (Q687169) (← links)
- The fixed vertex property for graphs (Q890011) (← links)
- Super-relational fixed point property and products in ordered sets (Q925254) (← links)
- Order extensions and the fixed point property (Q953274) (← links)
- Comparability invariance of the fixed point property (Q1065836) (← links)
- The strong fixed point property for small sets (Q1182038) (← links)
- Two order invariants related to the fixed point property (Q1300330) (← links)
- The complexity of the fixed point property (Q1354627) (← links)
- A retract characterization of posets with the fixed-point property (Q1357739) (← links)
- Fixed points of Scott continuous self-maps (Q1609606) (← links)
- Fixed points of mappings on ordered sets (Q1703315) (← links)
- On an example of Rutkowski and Schröder (Q1810809) (← links)
- Fixed point theorems for ordered sets \(P\) with \(P\setminus \{a, c\}\) as retract (Q1815840) (← links)
- A fixed point theorem for multifunctions and an application (Q1821800) (← links)
- The fixed-point property for represented spaces (Q2120973) (← links)
- Fixed point property for finite ordered sets that contain no crowns with 6 or more elements (Q2183104) (← links)
- Some fixed point characterizations in posets. (Q2798848) (← links)
- The fixed point and the common fixed point properties in finite pseudo-ordered sets (Q3295187) (← links)
- On The Fixed Point Property of Finite Ordered Sets (Q3722547) (← links)
- Bound Sets in Partial Orders and the Fixed Point Property (Q3728950) (← links)
- (Q3816079) (← links)
- Order Invariants and the Fixed Point Property (Q4804759) (← links)
- Being a proper trapezoid ordered set is a comparability invariant (Q5929973) (← links)
