Quellcodebibliothek Statistik Leitseite products/sources/formale Sprachen/GAP/pkg/forms/doc/   (Algebra von RWTH Aachen Version 4.15.1©)  Datei vom 5.4.2025 mit Größe 7 kB image not shown  

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\GAPDocLabFile{forms}
\makelabel{forms:Title page}{}{X7D2C85EC87DD46E5}
\makelabel{forms:Copyright}{}{X81488B807F2A1CF1}
\makelabel{forms:Table of Contents}{}{X8537FEB07AF2BEC8}
\makelabel{forms:Introduction}{1}{X7DFB63A97E67C0A1}
\makelabel{forms:Philosophy}{1.1}{X873C99678745ABAF}
\makelabel{forms:Overview over this manual}{1.2}{X786BACDB82918A65}
\makelabel{forms:How to read this manual}{1.3}{X8416D2657E7831A1}
\makelabel{forms:Web resources}{1.4}{X7B1A58BA78CC28FF}
\makelabel{forms:Release notes}{1.5}{X7FFDC142827888CA}
\makelabel{forms:Examples}{2}{X7A489A5D79DA9E5C}
\makelabel{forms:A conic of PG(2,8)}{2.1}{X83510E647FBB2475}
\makelabel{forms:A form for W(5,3)}{2.2}{X781F69578636E8C5}
\makelabel{forms:What is the form preserved by this group?}{2.3}{X78638D21797AC9A0}
\makelabel{forms:Background Theory on Forms}{3}{X79424B627CE11FCA}
\makelabel{forms:Sesquilinear forms}{3.1}{X874CD5E0802FEB50}
\makelabel{forms:Examples}{3.1.1}{X7A489A5D79DA9E5C}
\makelabel{forms:Quadratic forms}{3.2}{X864CAF8881067D8A}
\makelabel{forms:Examples}{3.2.1}{X7A489A5D79DA9E5C}
\makelabel{forms:Constructing forms and basic functionality}{4}{X8166C704848D128E}
\makelabel{forms:Important filters}{4.1}{X83494A76866B06A5}
\makelabel{forms:Categories for forms}{4.1.1}{X7FA162E5874E8330}
\makelabel{forms:Representation for forms}{4.1.2}{X7999E38082474342}
\makelabel{forms:Constructing forms using a matrix}{4.2}{X78D981A67DBFCD6D}
\makelabel{forms:Constructing forms using a polynomial}{4.3}{X78476EDF7B9498D7}
\makelabel{forms:Switching between bilinear and quadratic forms}{4.4}{X843B68558283CE5F}
\makelabel{forms:Evaluating forms}{4.5}{X8110213A7B303D1C}
\makelabel{forms:Orthogonality, totally isotropic subspaces, and totally singular subspaces}{4.6}{X7A0825A987C88978}
\makelabel{forms:Attributes and properties of forms}{4.7}{X813A02878352E9E5}
\makelabel{forms:Recognition of forms preserved by a classical group}{4.8}{X8400E22D7D51FCCE}
\makelabel{forms:The trivial form and some of its properties}{4.9}{X836A21687A685839}
\makelabel{forms:Morphisms of forms}{5}{X7B9AF2E784EB8481}
\makelabel{forms:Morphisms of sesquilinear forms}{5.1}{X784D3B338055EC9D}
\makelabel{forms:Hermitian forms}{5.1.1}{X807E16A383D2E04C}
\makelabel{forms:Alternating forms}{5.1.2}{X8042784984331FF4}
\makelabel{forms:Bilinear forms}{5.1.3}{X7F1255F77B6874E3}
\makelabel{forms:Degenerate forms}{5.1.4}{X79453E2B7DDE1412}
\makelabel{forms:Morphisms of quadratic forms}{5.2}{X87C0B98C8669A34A}
\makelabel{forms:Singular forms}{5.2.1}{X7C738FBB80F533AC}
\makelabel{forms:Operations based on morphisms of forms}{5.3}{X790B24568376AACE}
\makelabel{forms:Bibliography}{Bib}{X7A6F98FD85F02BFE}
\makelabel{forms:References}{Bib}{X7A6F98FD85F02BFE}
\makelabel{forms:Index}{Ind}{X83A0356F839C696F}
\makelabel{forms:Form sesquilinear}{3.1}{X874CD5E0802FEB50}
\makelabel{forms:Semilinear}{3.1}{X874CD5E0802FEB50}
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\makelabel{forms:Form reflexive}{3.1}{X874CD5E0802FEB50}
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\makelabel{forms:Form alternating}{3.1}{X874CD5E0802FEB50}
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\makelabel{forms:Form symplectic}{3.1}{X874CD5E0802FEB50}
\makelabel{forms:Form orthogonal}{3.1}{X874CD5E0802FEB50}
\makelabel{forms:Form pseudo}{3.1}{X874CD5E0802FEB50}
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\makelabel{forms:Form elliptic}{3.1}{X874CD5E0802FEB50}
\makelabel{forms:Form parabolic}{3.1}{X874CD5E0802FEB50}
\makelabel{forms:Quadratic Form quadratic}{3.2}{X864CAF8881067D8A}
\makelabel{forms:Form orthogonal}{3.2}{X864CAF8881067D8A}
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\makelabel{forms:Form elliptic}{3.2}{X864CAF8881067D8A}
\makelabel{forms:Form parabolic}{3.2}{X864CAF8881067D8A}
\makelabel{forms:IsBilinearForm}{4.1.1}{X7FA162E5874E8330}
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\makelabel{forms:IsSesquilinearForm}{4.1.1}{X7FA162E5874E8330}
\makelabel{forms:IsQuadraticForm}{4.1.1}{X7FA162E5874E8330}
\makelabel{forms:IsForm}{4.1.1}{X7FA162E5874E8330}
\makelabel{forms:IsTrivialForm}{4.1.1}{X7FA162E5874E8330}
\makelabel{forms:IsFormRep}{4.1.2}{X7999E38082474342}
\makelabel{forms:BilinearFormByMatrix}{4.2.1}{X7C9D7E517A73F02F}
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\makelabel{forms:HermitianFormByMatrix}{4.2.3}{X7C027FF77AFED321}
\makelabel{forms:BilinearFormByPolynomial}{4.3.1}{X81D571077C4BCEFF}
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\makelabel{forms:QuadraticFormByBilinearForm}{4.4.1}{X7F13EAC17BDE228D}
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\makelabel{forms:AssociatedBilinearForm}{4.4.3}{X7BF7FBCA7FF91052}
\makelabel{forms:EvaluateForm}{4.5.1}{X808AB7B9840ABC27}
\makelabel{forms:OrthogonalSubspaceMat for a vector}{4.6.1}{X7D699C077F66F3E6}
\makelabel{forms:OrthogonalSubspaceMat for a matrix}{4.6.1}{X7D699C077F66F3E6}
\makelabel{forms:IsIsotropicVector}{4.6.2}{X8394CCAD798053C6}
\makelabel{forms:IsSingularVector}{4.6.3}{X855E539185D7D3C7}
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\makelabel{forms:IsReflexiveForm}{4.7.1}{X80254BFD7E4B8F06}
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\makelabel{forms:IsAlternatingForm}{4.7.2}{X7D5AB7E484CFBF63}
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\makelabel{forms:IsSymmetricForm}{4.7.3}{X85585B2C80413490}
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\makelabel{forms:IsOrthogonalForm}{4.7.4}{X87E9C9A1781AB058}
\makelabel{forms:Form orthogonal}{4.7.4}{X87E9C9A1781AB058}
\makelabel{forms:IsPseudoForm}{4.7.5}{X861AF6EE82F4DA39}
\makelabel{forms:Form pseudo}{4.7.5}{X861AF6EE82F4DA39}
\makelabel{forms:IsSymplecticForm}{4.7.6}{X86F552AE7ACC12C7}
\makelabel{forms:Form symplectic}{4.7.6}{X86F552AE7ACC12C7}
\makelabel{forms:IsDegenerateForm}{4.7.7}{X7C60B9587D130DBB}
\makelabel{forms:IsSingularForm}{4.7.8}{X7A0E882F801624DA}
\makelabel{forms:BaseField}{4.7.9}{X7BCBA564829D9E89}
\makelabel{forms:GramMatrix}{4.7.10}{X847AFB4C81A90B3F}
\makelabel{forms:RadicalOfForm}{4.7.11}{X7855C3C07AAA1A68}
\makelabel{forms:PolynomialOfForm}{4.7.12}{X82E7367F817C6BD0}
\makelabel{forms:DiscriminantOfForm}{4.7.13}{X87B652A28534E0D2}
\makelabel{forms:PreservedForms}{4.8.1}{X784481E57E207B3D}
\makelabel{forms:PreservedSesquilinearForms}{4.8.2}{X84056A357E5447AF}
\makelabel{forms:PreservedQuadraticForms}{4.8.3}{X7D6F72B682E405E1}
\makelabel{forms:Isometry}{5.1}{X784D3B338055EC9D}
\makelabel{forms:Similarity}{5.1}{X784D3B338055EC9D}
\makelabel{forms:Semi-similarity}{5.1}{X784D3B338055EC9D}
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\makelabel{forms:Similarity}{5.2}{X87C0B98C8669A34A}
\makelabel{forms:Semi-similarity}{5.2}{X87C0B98C8669A34A}
\makelabel{forms:BaseChangeToCanonical}{5.3.1}{X78CCFB957A6153F5}
\makelabel{forms:BaseChangeHomomorphism}{5.3.2}{X87A6F5C979551677}
\makelabel{forms:IsometricCanonicalForm}{5.3.3}{X7DFEFA2C7945A5AD}
\makelabel{forms:ScalarOfSimilarity}{5.3.4}{X7C7D92267EFE71DB}
\makelabel{forms:WittIndex}{5.3.5}{X85FA387280DAEA69}
\makelabel{forms:IsEllipticForm}{5.3.6}{X853AF8D97E00F1DB}
\makelabel{forms:IsParabolicForm}{5.3.7}{X7B73832A786FEC21}
\makelabel{forms:IsHyperbolicForm}{5.3.8}{X85551B28798B07C7}
\makelabel{forms:TypeOfForm}{5.3.9}{X85F7092783AA2968}

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