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HyperplaneArrangements -- manipulating hyperplane arrangements

Description

A hyperplane arrangement is a finite set of hyperplanes in an affine or projective space. In this package, an arrangement is expressed as a list of (linear) defining equations for the hyperplanes. The tools provided allow the user to create new arrangements from old, and to compute various algebraic invariants of arrangements.

Introductions to the theory of hyperplane arrangements can be found in the following textbooks:

Authors

Version

This documentation describes version 2.0 of HyperplaneArrangements.

Citation

If you have used this package in your research, please cite it as follows:

@misc{HyperplaneArrangementsSource,
  title = {{HyperplaneArrangements: manipulating finite sets of hyperplanes. Version~2.0}},
  author = {Graham Denham and Gregory G. Smith and Avi Steiner},
  howpublished = {A \emph{Macaulay2} package available at
    \url{https://github.com/Macaulay2/M2/tree/master/M2/Macaulay2/packages}}
}

Exports

For the programmer

The object HyperplaneArrangements is a package, defined in HyperplaneArrangements.m2.


The source of this document is in HyperplaneArrangements.m2:1076:0.