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\GAPDocLabFile{linearalgebraforcap}
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\makelabel{linearalgebraforcap:Table of Contents}{}{X8537FEB07AF2BEC8}
\makelabel{linearalgebraforcap:Category of Matrices}{1}{X79A2BF518637FFB7}
\makelabel{linearalgebraforcap:Constructors}{1.1}{X86EC0F0A78ECBC10}
\makelabel{linearalgebraforcap:Attributes}{1.2}{X7C701DBF7BAE649A}
\makelabel{linearalgebraforcap:GAP Categories}{1.3}{X7D03633A7D98026B}
\makelabel{linearalgebraforcap:Examples and Tests}{2}{X7967FE8E7BBDF485}
\makelabel{linearalgebraforcap:Basic Commands}{2.1}{X8104A77D7B5CCD4F}
\makelabel{linearalgebraforcap:Functors}{2.2}{X78D1062D78BE08C1}
\makelabel{linearalgebraforcap:Solving (Homogeneous) Linear Systems}{2.3}{X85B1F5077BE75340}
\makelabel{linearalgebraforcap:Homology object}{2.4}{X852F59737EC57965}
\makelabel{linearalgebraforcap:Liftable}{2.5}{X7CDB7FF27D734D2D}
\makelabel{linearalgebraforcap:Monoidal structure}{2.6}{X797080CE873BB56D}
\makelabel{linearalgebraforcap:MorphismFromSourceToPushout and MorphismFromFiberProductToSink}{2.7}{X8218390A785F1EDB}
\makelabel{linearalgebraforcap:Opposite category}{2.8}{X84410C637B3C1D0E}
\makelabel{linearalgebraforcap:PreComposeList and PostComposeList}{2.9}{X7F34E29281DF3FCE}
\makelabel{linearalgebraforcap:Split epi summand}{2.10}{X87F5609A7B33C58C}
\makelabel{linearalgebraforcap:Kernel}{2.11}{X7DCD99628504B810}
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\makelabel{linearalgebraforcap:WrapperCategory}{2.13}{X8245BF297DF9A3E7}
\makelabel{linearalgebraforcap:Index}{Ind}{X83A0356F839C696F}
\makelabel{linearalgebraforcap:MatrixCategory for IsFieldForHomalg}{1.1.1}{X79D9727280354457}
\makelabel{linearalgebraforcap:VectorSpaceMorphism for IsVectorSpaceObject, IsHomalgMatrix, IsVectorSpaceObject}{1.1.2}{X7C6DB0457A656406}
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\makelabel{linearalgebraforcap:MatrixCategoryasCategoryOfRows for IsFieldForHomalg}{1.1.5}{X7A0CAF7F7CE754E7}
\makelabel{linearalgebraforcap:UnderlyingFieldForHomalg for IsVectorSpaceMorphism}{1.2.1}{X7A25998E79499AE8}
\makelabel{linearalgebraforcap:UnderlyingMatrix for IsVectorSpaceMorphism}{1.2.2}{X8513433F7DA84E66}
\makelabel{linearalgebraforcap:UnderlyingFieldForHomalg for IsVectorSpaceObject}{1.2.3}{X83D0E5BD8763C8FD}
\makelabel{linearalgebraforcap:Dimension for IsVectorSpaceObject}{1.2.4}{X81C6A5F382A1D4F5}
\makelabel{linearalgebraforcap:IsVectorSpaceMorphism for IsCapCategoryMorphism}{1.3.1}{X7DAEE1D67CDFA35A}
\makelabel{linearalgebraforcap:IsVectorSpaceObject for IsCapCategoryObject}{1.3.2}{X7EF7321D794F9050}
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