\GAPDocLabFile{gauss}
\makelabel{gauss:Title page}{}{X7D2C85EC87DD46E5}
\makelabel{gauss:Abstract}{}{X7AA6C5737B711C89}
\makelabel{gauss:Copyright}{}{X81488B807F2A1CF1}
\makelabel{gauss:Acknowledgements}{}{X82A988D47DFAFCFA}
\makelabel{gauss:Table of Contents}{}{X8537FEB07AF2BEC8}
\makelabel{gauss:Introduction}{1}{X7DFB63A97E67C0A1}
\makelabel{gauss:Overview over this manual}{1.1}{X786BACDB82918A65}
\makelabel{gauss:Installation of the Gauss Package}{1.2}{X78AD64B87DEF5CE9}
\makelabel{gauss:Extending Gauss Functionality}{2}{X823150E97BE77525}
\makelabel{gauss:The need for extended functionality}{2.1}{X84F709227E5EEB55}
\makelabel{gauss:The applications of the Gauss package algorithms}{2.2}{X7F21EDDF81C27747}
\makelabel{gauss:The Sparse Matrix Data Type}{3}{X7901751583E1B976}
\makelabel{gauss:The inner workings of Gauss sparse matrices}{3.1}{X81E717927E4029AB}
\makelabel{gauss:A special case: GF(2)}{3.1.1}{X812222AB7F56717A}
\makelabel{gauss:Methods and functions for sparse matrices}{3.2}{X78FB3DC27FF8769E}
\makelabel{gauss:Gaussian Algorithms}{4}{X86443AB17C0AD00C}
\makelabel{gauss:A list of the available algorithms}{4.1}{X863F68B2858CC146}
\makelabel{gauss:Methods and Functions for Gaussian algorithms}{4.2}{X79093EFA828EF7D1}
\makelabel{gauss:An Overview of the Gauss package source code}{A}{X78EED4F77E698478}
\makelabel{gauss:Bibliography}{Bib}{X7A6F98FD85F02BFE}
\makelabel{gauss:References}{Bib}{X7A6F98FD85F02BFE}
\makelabel{gauss:Index}{Ind}{X83A0356F839C696F}
\makelabel{gauss:Gauss}{1.2}{X78AD64B87DEF5CE9}
\makelabel{gauss:SparseMatrix constructor using gap matrices}{3.2.1}{X829481DA85587996}
\makelabel{gauss:SparseMatrix constructor using indices}{3.2.1}{X829481DA85587996}
\makelabel{gauss:SparseMatrix constructor using indices and entries}{3.2.1}{X829481DA85587996}
\makelabel{gauss:ConvertSparseMatrixToMatrix}{3.2.2}{X801B77A67B8A16DA}
\makelabel{gauss:CopyMat}{3.2.3}{X86C79A76865D4AF0}
\makelabel{gauss:GetEntry}{3.2.4}{X7C46B38A8507EB61}
\makelabel{gauss:SetEntry}{3.2.5}{X83C9A07784AA4626}
\makelabel{gauss:AddToEntry}{3.2.6}{X8729D1F87E176150}
\makelabel{gauss:SparseZeroMatrix constructor using number of rows}{3.2.7}{X7D59FA867A432607}
\makelabel{gauss:SparseZeroMatrix constructor using number of rows and columns}{3.2.7}{X7D59FA867A432607}
\makelabel{gauss:SparseIdentityMatrix}{3.2.8}{X844E79E07E11A32E}
\makelabel{gauss:TransposedSparseMat}{3.2.9}{X7D91261880BF76EC}
\makelabel{gauss:CertainRows}{3.2.10}{X7BAE852578C6B839}
\makelabel{gauss:CertainColumns}{3.2.11}{X7CE203DF7F323F87}
\makelabel{gauss:SparseUnionOfRows for a list of sparse matrices}{3.2.12}{X79745BAA86418F66}
\makelabel{gauss:SparseUnionOfColumns for a list of sparse matrices}{3.2.13}{X86E358307E433F4F}
\makelabel{gauss:SparseDiagMat}{3.2.14}{X7A0CEF5F79A86190}
\makelabel{gauss:Nrows}{3.2.15}{X8719F2477C0401FE}
\makelabel{gauss:Ncols}{3.2.16}{X8300CDF181481EC6}
\makelabel{gauss:IndicesOfSparseMatrix}{3.2.17}{X82615CEC7AD43F41}
\makelabel{gauss:EntriesOfSparseMatrix}{3.2.18}{X7E3040828757BD37}
\makelabel{gauss:RingOfDefinition}{3.2.19}{X85766EE5848E7402}
\makelabel{gauss:EchelonMat}{4.2.1}{X8499C9FD7AD9908F}
\makelabel{gauss:EchelonMatTransformation}{4.2.2}{X869107627EBA2177}
\makelabel{gauss:ReduceMat}{4.2.3}{X811A3B547A27A895}
\makelabel{gauss:ReduceMatTransformation}{4.2.4}{X816CA6D37F0DB74F}
\makelabel{gauss:KernelMat}{4.2.5}{X78E97A0E7F1ED8AA}
\makelabel{gauss:Rank}{4.2.6}{X827146F37E2AA841}
