Aleksander Rutkowski

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Common Coauthors
Commonly Cited References
Action Title Year Authors # of times referenced
+ Fixed points in partially ordered sets 1979 Kenneth Bacławski
Anders Björner
5
+ The Problem of Fixed Points in Ordered Sets 1980 Ivan Rival
3
+ On a fixed point theorem for partially ordered sets 1979 Paul H. Edelman
3
+ Cores, cutsets and the fixed point property 1986 Aleksander Rutkowski
3
+ A chain complete poset with no infinite antichain has a finite core 1993 Boyu Li
E. C. Milner
2
+ PDF Chat A Theorem on Partially Ordered Sets, With Applications to Fixed Point Theorems 1961 Smbat Abian
Arthur B. Brown
2
+ The fixed point property for small sets 1989 Aleksander Rutkowski
2
+ Fixed points and products 1994 Michael Roddy
2
+ A fixed point theorem for finite partially ordered sets 1976 Ivan Rival
2
+ PDF Chat THE FIXED POINT PROPERTY FOR SUMS OF POSETS 1986 Aleksander Rutkowski
1
+ PDF Chat Well-quasi-ordering, the Tree Theorem, and Vazsonyi’s conjecture 1960 Joseph B. Kruskal
1
+ Enumeration of order preserving maps 1992 Dwight Duffus
Vojtěch Rödl
Bill Sands
Robert Woodrow
1
+ None 2002 Michael Roddy
1
+ Fixed points of products and the strong fixed point property 1987 Dwight Duffus
Norbert Sauer
1
+ PDF Chat The number of order-preserving maps of fences and crowns 1991 James D. Currie
Terry I. Visentin
1
+ Algorithms for the fixed point property 1999 Bernd S. W. Schröder
1
+ Fixed-edge theorem for graphs with loops 1979 Richard J. Nowakowski
Ivan Rival
1
+ The theory of well-quasi-ordering: A frequently discovered concept 1972 Joseph B. Kruskal
1
+ PDF Chat Some Fixed Point Theorems for Partially Ordered Sets 1976 Hartmut Höft
Margret Höft
1
+ Which countable ordered sets have a dense linear extension 1996 Aleksander Rutkowski
1
+ PDF Chat On ordered division rings 1949 Β Neumann
1
+ The PT-order and the fixed point property 1992 Boyu Li
E. C. Milner
1
+ On Chains and Antichains in well Founded Partially Ordered Sets 1981 E. C. Milner
N. Sauer
1
+ The number of strictly increasing mappings of fences 1992 Aleksander Rutkowski
1
+ The fixed point property in ordered sets of width two 1987 Tatyana S. Fofanova
Aleksander Rutkowski
1
+ On Well-quasi-ordering Finite Sequences 1989 Ulrich Bollerhoff
1
+ The relation between the height of a well-founded partial ordering and the order types of its chains and antichains 1981 Diana Schmidt
1