Anonymous user
User:DCary/WIP/Schwartz set: Difference between revisions
m
Change location of link for cycle equivalence class;
imported>DCary m (Fix links) |
imported>DCary m (Change location of link for cycle equivalence class;) |
||
Line 11:
==Beatpath Order==
The Schwartz set is the union of all of the [[../Beatpath#Cycle_equivalence | cycle equivalence classes]] that are [http://en.wikipedia.org/wiki/Maximal_element maximal] in the [[../Beatpath#Beatpath_order | beatpath order]]. A set is a Schwartz set component if and only if it is a
This characterization of the Schwartz set follows from two characteristics of any set S that fullfills the first property of a Schwartz set component:
| |||