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Automorphisms of schemes defined over a field may be constructed.
The main cases where there is significant functionality is for
automorphisms of affine and projective spaces.
- Construction of general automorphisms of affine space in terms of
functions or matrices
- Construction of special automorphisms of affine space: translation,
permutation automorphisms, Nagata automorphism, projectivities
- Construction of general automorphisms of projective space in
terms of polynomials or matrices
- Construction of special automorphisms of projective space:
translation, quadratic transformation
- Automorphism group of a projective space defined over a finite
field
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