GAP (Forms) - Index

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### Index

`AssociatedBilinearForm` 4.4-3
`BaseChangeHomomorphism` 5.3-2
`BaseChangeToCanonical` 5.3-1
`BaseField` 4.7-9
`BilinearFormByMatrix` 4.2-1
`BilinearFormByPolynomial` 4.3-1
`BilinearFormByQuadraticForm` 4.4-2
Companion Automorphism 3.1
`DiscriminantOfForm` 4.7-13
`EvaluateForm` 4.5-1
Form, alternating 3.1
Alternating 4.7-2
bilinear 3.1
elliptic 3.1 3.2
hermitian 3.1
hyperbolic 3.1 3.2
orthogonal 3.1 3.2 4.7-4
parabolic 3.1 3.2
pseudo 3.1 4.7-5
Quadratic Form, quadratic 3.2
Form, reflexive 3.1
Reflexive 4.7-1
Non-degenerate, sesquilinear 3.1
Totally Isotropic, sesquilinear 3.1
Witt Index, sesquilinear 3.1
Form, sesquilinear 3.1
symmetric 3.1
Symmetric 4.7-3
symplectic 3.1 4.7-6
`GramMatrix` 4.7-10
`HermitianFormByMatrix` 4.2-3
`HermitianFormByPolynomial` 4.3-3
`IsAlternatingForm` 4.7-2
`IsBilinearForm` 4.1-1
`IsDegenerateForm` 4.7-7
`IsEllipticForm` 5.3-6
`IsForm` 4.1-1
`IsFormRep` 4.1-2
`IsHermitianForm` 4.1-1
`IsHyperbolicForm` 5.3-8
`IsIsotropicVector` 4.6-2
`IsometricCanonicalForm` 5.3-3
Isometry 5.1 5.2
`IsOrthogonalForm` 4.7-4
isotropic 3.1
`IsParabolicForm` 5.3-7
`IsPseudoForm` 4.7-5
`IsQuadraticForm` 4.1-1
`IsReflexiveForm` 4.7-1
`IsSesquilinearForm` 4.1-1
`IsSingularForm` 4.7-8
`IsSingularVector` 4.6-3
`IsSymmetricForm` 4.7-3
`IsSymplecticForm` 4.7-6
`IsTotallyIsotropicSubspace` 4.6-4
`IsTotallySingularSubspace` 4.6-5
`IsTrivialForm` 4.1-1
Orthogonal 3.1
`OrthogonalSubspaceMat`, for a matrix 4.6-1
for a vector 4.6-1
`PolynomialOfForm` 4.7-12
`PreservedForms` 4.8-1
`PreservedQuadraticForms` 4.8-3
`PreservedSesquilinearForms` 4.8-2
`QuadraticFormByBilinearForm` 4.4-1
`QuadraticFormByMatrix` 4.2-2
`QuadraticFormByPolynomial` 4.3-2
Radical 3.1
`RadicalOfForm` 4.7-11
`ScalarOfSimilarity` 5.3-4
Semi-similarity 5.1 5.2
Semilinear 3.1
Similarity 5.1 5.2
`TypeOfForm` 5.3-9
`WittIndex` 5.3-5

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