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Cospanning characterizations of antimatroids and convex geometries
Kempner Yulia,
Vadim E. Levit
Department of Mathematics
Research output
:
Working paper
›
Preprint
36
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Dive into the research topics of 'Cospanning characterizations of antimatroids and convex geometries'. Together they form a unique fingerprint.
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Keyphrases
Antimatroid
100%
Greedoid
100%
Convex Geometry
100%
Closure Operator
60%
Equivalence Class
60%
Feasible Set
40%
Violator Spaces
20%
New Characterization
20%
Finite Sets
20%
Equivalence Relation
20%
One-to-one Correspondence
20%
Sigma-2
20%
Anti-exchange Property
20%
Point Operator
20%
Combinatorial Structure
20%
Maximal Set
20%
Mathematics
Convex Geometry
100%
Closure Operator
60%
Extreme Points
60%
Equivalence Class
60%
Feasible Set
40%
Finite Set
20%
Equivalence Relation
20%
Combinatorial Structure
20%
Minimal Set
20%
One to one correspondence
20%
Maximal Set
20%