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Quelle manual.lab
Sprache: unbekannt
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\GAPDocLabFile{modulepresentationsforcap}
\makelabel{modulepresentationsforcap:Title page}{}{X7D2C85EC87DD46E5}
\makelabel{modulepresentationsforcap:Table of Contents}{}{X8537FEB07AF2BEC8}
\makelabel{modulepresentationsforcap:Module Presentations}{1}{X7B8C95CA7DA733B4}
\makelabel{modulepresentationsforcap:Functors}{1.1}{X78D1062D78BE08C1}
\makelabel{modulepresentationsforcap:GAP Categories}{1.2}{X7D03633A7D98026B}
\makelabel{modulepresentationsforcap:Constructors}{1.3}{X86EC0F0A78ECBC10}
\makelabel{modulepresentationsforcap:Attributes}{1.4}{X7C701DBF7BAE649A}
\makelabel{modulepresentationsforcap:Non-Categorical Operations}{1.5}{X81CDBC6E7DBB4EA0}
\makelabel{modulepresentationsforcap:Natural Transformations}{1.6}{X836749D8814FEEE6}
\makelabel{modulepresentationsforcap:Examples and Tests}{2}{X7967FE8E7BBDF485}
\makelabel{modulepresentationsforcap:Annihilator}{2.1}{X7FFB58F67850769C}
\makelabel{modulepresentationsforcap:Intersection of Submodules}{2.2}{X86E8A9537A87B4EC}
\makelabel{modulepresentationsforcap:Koszul Complex}{2.3}{X8296A25779A52244}
\makelabel{modulepresentationsforcap:Monoidal Categories}{2.4}{X808DC49C7ED99B52}
\makelabel{modulepresentationsforcap:Closed Monoidal Structure}{2.5}{X828DF9B1782D1AF6}
\makelabel{modulepresentationsforcap:Projectivity test}{2.6}{X7C3B1694803034A2}
\makelabel{modulepresentationsforcap:Index}{Ind}{X83A0356F839C696F}
\makelabel{modulepresentationsforcap:FunctorStandardModuleLeft for IsHomalgRing}{1.1.1}{X7F7AC44478418555}
\makelabel{modulepresentationsforcap:FunctorStandardModuleRight for IsHomalgRing}{1.1.2}{X87AEC1177DB7F50D}
\makelabel{modulepresentationsforcap:FunctorGetRidOfZeroGeneratorsLeft for IsHomalgRing}{1.1.3}{X8427C0B17A445822}
\makelabel{modulepresentationsforcap:FunctorGetRidOfZeroGeneratorsRight for IsHomalgRing}{1.1.4}{X7F1E779D8003146B}
\makelabel{modulepresentationsforcap:FunctorLessGeneratorsLeft for IsHomalgRing}{1.1.5}{X819A04517B3601C0}
\makelabel{modulepresentationsforcap:FunctorLessGeneratorsRight for IsHomalgRing}{1.1.6}{X7F80AE9B7EC07198}
\makelabel{modulepresentationsforcap:FunctorDualLeft for IsHomalgRing}{1.1.7}{X877B7ACE87E1BEC2}
\makelabel{modulepresentationsforcap:FunctorDualRight for IsHomalgRing}{1.1.8}{X7D56611D7BF91B54}
\makelabel{modulepresentationsforcap:FunctorDoubleDualLeft for IsHomalgRing}{1.1.9}{X7C9901F8851FD24A}
\makelabel{modulepresentationsforcap:FunctorDoubleDualRight for IsHomalgRing}{1.1.10}{X8016306881444DCA}
\makelabel{modulepresentationsforcap:IsLeftOrRightPresentationMorphism for IsCapCategoryMorphism}{1.2.1}{X79DBCB747E91FB70}
\makelabel{modulepresentationsforcap:IsLeftPresentationMorphism for IsLeftOrRightPresentationMorphism}{1.2.2}{X85E26CFF86855B6B}
\makelabel{modulepresentationsforcap:IsRightPresentationMorphism for IsLeftOrRightPresentationMorphism}{1.2.3}{X873EFE29849F6998}
\makelabel{modulepresentationsforcap:IsLeftOrRightPresentation for IsCapCategoryObject}{1.2.4}{X7BB95B7A7EB96854}
\makelabel{modulepresentationsforcap:IsLeftPresentation for IsLeftOrRightPresentation}{1.2.5}{X7C71B8D17C60C6B5}
\makelabel{modulepresentationsforcap:IsRightPresentation for IsLeftOrRightPresentation}{1.2.6}{X7DBF478D7EE3FE63}
\makelabel{modulepresentationsforcap:PresentationMorphism for IsLeftOrRightPresentation, IsHomalgMatrix, IsLeftOrRightPresentation}{1.3.1}{X87010AB6819736C8}
\makelabel{modulepresentationsforcap:AsMorphismBetweenFreeLeftPresentations for IsHomalgMatrix}{1.3.2}{X7C9B36AD7B9CCC8D}
\makelabel{modulepresentationsforcap:AsMorphismBetweenFreeRightPresentations for IsHomalgMatrix}{1.3.3}{X7F1AD55C852BE617}
\makelabel{modulepresentationsforcap:AsLeftPresentation for IsHomalgMatrix}{1.3.4}{X7BE01A1381744627}
\makelabel{modulepresentationsforcap:AsRightPresentation for IsHomalgMatrix}{1.3.5}{X780443B07F43AA1C}
\makelabel{modulepresentationsforcap:FreeLeftPresentation for IsInt, IsHomalgRing}{1.3.6}{X7F345A2A87ABE417}
\makelabel{modulepresentationsforcap:FreeRightPresentation for IsInt, IsHomalgRing}{1.3.7}{X85536E4E85D15252}
\makelabel{modulepresentationsforcap:UnderlyingMatrix for IsLeftOrRightPresentation}{1.3.8}{X86F926B27C579E66}
\makelabel{modulepresentationsforcap:UnderlyingHomalgRing for IsLeftOrRightPresentation}{1.3.9}{X7D8E30E486A08439}
\makelabel{modulepresentationsforcap:Annihilator for IsLeftOrRightPresentation}{1.3.10}{X7B5539AB8541F618}
\makelabel{modulepresentationsforcap:LeftPresentations for IsHomalgRing}{1.3.11}{X87946F997AD1005A}
\makelabel{modulepresentationsforcap:RightPresentations for IsHomalgRing}{1.3.12}{X7BDF988F7FFEAB8C}
\makelabel{modulepresentationsforcap:LeftPresentationsasFreydCategoryCategoryOfRows for IsHomalgRing}{1.3.13}{X8145816A85BA2680}
\makelabel{modulepresentationsforcap:RightPresentationsasFreydCategoryCategoryOfColumns for IsHomalgRing}{1.3.14}{X7ED9DFEB82DE9653}
\makelabel{modulepresentationsforcap:UnderlyingHomalgRing for IsLeftOrRightPresentationMorphism}{1.4.1}{X8157F3E8847B15E1}
\makelabel{modulepresentationsforcap:UnderlyingMatrix for IsLeftOrRightPresentationMorphism}{1.4.2}{X83CA6F06832162B7}
\makelabel{modulepresentationsforcap:StandardGeneratorMorphism for IsLeftOrRightPresentation, IsInt}{1.5.1}{X8508310C7E908093}
\makelabel{modulepresentationsforcap:CoverByFreeModule for IsLeftOrRightPresentation}{1.5.2}{X7EF1493A7D341F5E}
\makelabel{modulepresentationsforcap:NaturalIsomorphismFromIdentityToStandardModuleLeft for IsHomalgRing}{1.6.1}{X85D3DB1F856D05EF}
\makelabel{modulepresentationsforcap:NaturalIsomorphismFromIdentityToStandardModuleRight for IsHomalgRing}{1.6.2}{X7B64AF718133C945}
\makelabel{modulepresentationsforcap:NaturalIsomorphismFromIdentityToGetRidOfZeroGeneratorsLeft for IsHomalgRing}{1.6.3}{X7CA2B84E7F933125}
\makelabel{modulepresentationsforcap:NaturalIsomorphismFromIdentityToGetRidOfZeroGeneratorsRight for IsHomalgRing}{1.6.4}{X7A2DCBD6844093E3}
\makelabel{modulepresentationsforcap:NaturalIsomorphismFromIdentityToLessGeneratorsLeft for IsHomalgRing}{1.6.5}{X7B331B0A86010185}
\makelabel{modulepresentationsforcap:NaturalIsomorphismFromIdentityToLessGeneratorsRight for IsHomalgRing}{1.6.6}{X834AC0FD825FCD2F}
\makelabel{modulepresentationsforcap:NaturalTransformationFromIdentityToDoubleDualLeft for IsHomalgRing}{1.6.7}{X7E37CB058378CBEE}
\makelabel{modulepresentationsforcap:NaturalTransformationFromIdentityToDoubleDualRight for IsHomalgRing}{1.6.8}{X7F92B4448041A68C}
[ Dauer der Verarbeitung: 0.19 Sekunden
(vorverarbeitet)
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2026-03-28
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