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Home | Catalog of Oriented Matroids | Catalog of Point Configurations | Catalog of Hyperplane Arrangements | Glossary |
Isomorphism Class
The isomorphism class of a set of
sign vectors is the equivalence class
defined by an arbitrary combination of
relabeling and
reorientation of the
elements of the
ground set.
Note that ismorphism is more general than just renaming and reorienting the
elements (see the definition of
relabeling).
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