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Structure of K-Cs
Defines the class of cycle-free partial orders (CFPOs), and analyzes the CFPOs fulfilling a natural transitivity assumption, called $k$-connected set transitivity ($k$-$CS$-transitivity). This work generalizes Droste's classification of the countable $k$-transitive trees ($k \geq 2$).
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Defines the class of cycle-free partial orders (CFPOs), and analyzes the CFPOs fulfilling a natural transitivity assumption, called $k$-connected set transitivity ($k$-$CS$-transitivity). This work generalizes Droste's classification of the countable $k$-transitive trees ($k \geq 2$).
| ISBN / EAN | 9780821806227 |
|---|---|
| Auteur | Warren, Richard |
| Editeur | American Mathematical Society |