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| Home | Catalog of Oriented Matroids | Catalog of Point Configurations | Catalog of Hyperplane Arrangements | Glossary |
Dissection Type
A dissection type is the equivalence class of a
realizable
affine oriented matroid which is
defined by
isomorphisms which map infinity elements to
infinity elements.
The dissection types correspond to "isomorphism types" of
hyperplane arrangements.
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