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\GAPDocLabFile{patternclass}
\makelabel{patternclass:Title page}{}{X7D2C85EC87DD46E5}
\makelabel{patternclass:Table of Contents}{}{X8537FEB07AF2BEC8}
\makelabel{patternclass:Introduction}{1}{X7DFB63A97E67C0A1}
\makelabel{patternclass:Token Passing Networks}{2}{X7C769071875E96B2}
\makelabel{patternclass:Specific TPN}{2.1}{X80EE110279808BD3}
\makelabel{patternclass:Permutation Encoding}{3}{X8696E21E80C1AEC1}
\makelabel{patternclass:Encoding and Decoding}{3.1}{X793F8BF48048365F}
\makelabel{patternclass:From Networks to Automata}{4}{X84E9957A81BF938D}
\makelabel{patternclass:Functions}{4.1}{X86FA580F8055B274}
\makelabel{patternclass:From Automata to Networks}{5}{X78223796785BC628}
\makelabel{patternclass:Functions}{5.1}{X86FA580F8055B274}
\makelabel{patternclass:Pattern Classes}{6}{X85A198CB7EBA4BDE}
\makelabel{patternclass:Transducers}{6.1}{X843CB33182B8E477}
\makelabel{patternclass:From Class to Basis and vice versa}{6.2}{X7CFEC6DB7CA880CC}
\makelabel{patternclass:Direct Sum of Regular Classes}{6.3}{X8218BF7787571EE0}
\makelabel{patternclass:Statistical Inspections}{6.4}{X80F7EB16817DDB99}
\makelabel{patternclass:Some Permutation Essentials}{7}{X81DB657E7FEF0295}
\makelabel{patternclass:Complement}{7.1}{X80E3E5BB8156C6A1}
\makelabel{patternclass:Rank Encoding}{7.2}{X8453836D83A63E54}
\makelabel{patternclass:Properties of Permutations}{8}{X87A0210C7BCFBA99}
\makelabel{patternclass:Intervals in Permutations}{8.1}{X85B2BC647868C9C4}
\makelabel{patternclass:Simplicity}{8.2}{X7B82346E7E2C330C}
\makelabel{patternclass:Point Deletion in Simple Permutations}{8.3}{X7A6836EC7E9CE3D8}
\makelabel{patternclass:Block-Decomposition}{8.4}{X87EB37927F40662B}
\makelabel{patternclass:Plus-Decomposability}{8.5}{X8278DD0F7F128656}
\makelabel{patternclass:Minus-Decomposability}{8.6}{X801EF8FB79F18910}
\makelabel{patternclass:Sums of Permutations}{8.7}{X7B7C59AA84E3425C}
\makelabel{patternclass:Regular Languages of Sets of Permutations}{9}{X7E9C84807FCB6408}
\makelabel{patternclass:Inversions in Permutations}{9.1}{X82F103DB7A446E7B}
\makelabel{patternclass:Plus- and Minus-(In)Decomposablilty}{9.2}{X8603B5A3872690FD}
\makelabel{patternclass:Language of all non-simple permutations}{9.3}{X80E741077DE09F63}
\makelabel{patternclass:Simplicity}{9.4}{X7B82346E7E2C330C}
\makelabel{patternclass:Exceptionality}{9.5}{X82CA692F808FA08F}
\makelabel{patternclass:Miscellaneous functions}{10}{X8308D685809A4E2F}
\makelabel{patternclass:Permutation Inclusion Set}{10.1}{X81D407EF82C4B194}
\makelabel{patternclass:Automaton Manipulation}{10.2}{X7A2B46957AB49125}
\makelabel{patternclass:Bibliography}{Bib}{X7A6F98FD85F02BFE}
\makelabel{patternclass:References}{Bib}{X7A6F98FD85F02BFE}
\makelabel{patternclass:Index}{Ind}{X83A0356F839C696F}
\makelabel{patternclass:Parstacks}{2.1.1}{X85AFF5537F917AEB}
\makelabel{patternclass:Seqstacks}{2.1.2}{X7D6D07D980634845}
\makelabel{patternclass:BufferAndStack}{2.1.3}{X81E3656E85CB6EB7}
\makelabel{patternclass:RankEncoding}{3.1.1}{X8143AF3D79F4CC1D}
\makelabel{patternclass:RankDecoding}{3.1.2}{X7DA97A7B7C8EB18A}
\makelabel{patternclass:SequencesToRatExp}{3.1.3}{X832A1FEC7E5491EA}
\makelabel{patternclass:GraphToAut}{4.1.1}{X7CFD21C47E43D8FF}
\makelabel{patternclass:ConstrainedGraphToAut}{4.1.2}{X7D457B517F2FDDA9}
\makelabel{patternclass:IsStarClosed}{5.1.1}{X7E1DAEB979824B68}
\makelabel{patternclass:Is2StarReplaceable}{5.1.2}{X873324D67DC9DC41}
\makelabel{patternclass:IsStratified}{5.1.3}{X7FF528F784C9020B}
\makelabel{patternclass:IsPossibleGraphAut}{5.1.4}{X7C3B9EB080F72043}
\makelabel{patternclass:Transducer}{6.1.1}{X7A2DA7017E4F6BC4}
\makelabel{patternclass:DeletionTransducer}{6.1.2}{X7EB2EA8C78DA1F74}
\makelabel{patternclass:TransposedTransducer}{6.1.3}{X85711F837F30E225}
\makelabel{patternclass:InvolvementTransducer}{6.1.4}{X7BBBA46E84BDD089}
\makelabel{patternclass:CombineAutTransducer}{6.1.5}{X7E41CAC57CE71CB1}
\makelabel{patternclass:BasisAutomaton}{6.2.1}{X7FD8B2357CAAFC0B}
\makelabel{patternclass:ClassAutomaton}{6.2.2}{X78BD24D7828004E8}
\makelabel{patternclass:BoundedClassAutomaton}{6.2.3}{X856A6F5085BAA7C3}
\makelabel{patternclass:ClassAutFromBaseEncoding}{6.2.4}{X82D67FC587793580}
\makelabel{patternclass:ClassAutFromBase}{6.2.5}{X80CBBEE08239B1B1}
\makelabel{patternclass:ExpandAlphabet}{6.2.6}{X877C8457804E4B45}
\makelabel{patternclass:ClassDirectSum}{6.3.1}{X7DC869E27CC3BFE0}
\makelabel{patternclass:Spectrum}{6.4.1}{X82004197784C17F8}
\makelabel{patternclass:NumberAcceptedWords}{6.4.2}{X7E07D0B882DD9033}
\makelabel{patternclass:AutStateTransitionMatrix}{6.4.3}{X7BAE229C84A45841}
\makelabel{patternclass:AcceptedWords}{6.4.4}{X7DF05204860111D5}
\makelabel{patternclass:AcceptedWordsR}{6.4.5}{X7C80854A872A5665}
\makelabel{patternclass:AcceptedWordsReversed}{6.4.5}{X7C80854A872A5665}
\makelabel{patternclass:PermComplement}{7.1.1}{X820405DB787A5D32}
\makelabel{patternclass:IsRankEncoding}{7.2.1}{X7F1000E882050AFF}
\makelabel{patternclass:IsInterval}{8.1.1}{X78D28CDF87CF35E4}
\makelabel{patternclass:IsSimplePerm}{8.2.1}{X7ECAD3E4818C589D}
\makelabel{patternclass:OnePointDelete}{8.3.1}{X877D962E7FBFB47E}
\makelabel{patternclass:TwoPointDelete}{8.3.2}{X787F62137E709A2C}
\makelabel{patternclass:PointDeletion}{8.3.3}{X8696CBE580B27FE5}
\makelabel{patternclass:Inflation}{8.4.1}{X8279728778F1F299}
\makelabel{patternclass:BlockDecomposition}{8.4.2}{X7C07BE268055FEBD}
\makelabel{patternclass:IsPlusDecomposable}{8.5.1}{X80CBC61C851B1D20}
\makelabel{patternclass:IsMinusDecomposable}{8.6.1}{X87A6DF207B27C676}
\makelabel{patternclass:PermDirectSum}{8.7.1}{X7E0DD72F7F6E0440}
\makelabel{patternclass:PermSkewSum}{8.7.2}{X7CE8A32A78A4A6BB}
\makelabel{patternclass:InversionAut}{9.1.1}{X79B3989A7D90B227}
\makelabel{patternclass:InversionAutOfClass}{9.1.2}{X7C6166407D4A1798}
\makelabel{patternclass:PlusDecomposableAut}{9.2.1}{X7B43561F78C4C03C}
\makelabel{patternclass:PlusIndecomposableAut}{9.2.2}{X780030727DF57B1C}
\makelabel{patternclass:MinusDecomposableAut}{9.2.3}{X80F5A8AC8306FEE2}
\makelabel{patternclass:MinusIndecomposableAut}{9.2.4}{X8689DB147A7EE2C1}
\makelabel{patternclass:LengthBoundAut}{9.3.1}{X7EE214F57A6350E0}
\makelabel{patternclass:ShiftAut}{9.3.2}{X7B11C3137DEA8B4B}
\makelabel{patternclass:NextGap}{9.3.3}{X864D53717A30C8EE}
\makelabel{patternclass:GapAut}{9.3.4}{X7A660F527E913DB6}
\makelabel{patternclass:SumAut}{9.3.5}{X809340BA7C999E86}
\makelabel{patternclass:GapSumAut}{9.3.6}{X83BD683B7A92D492}
\makelabel{patternclass:NonSimpleAut}{9.3.7}{X867C42167E943F94}
\makelabel{patternclass:SimplePermAut}{9.4.1}{X7C7F3B6680370860}
\makelabel{patternclass:IsExceptionalPerm}{9.5.1}{X820901F881D220EE}
\makelabel{patternclass:ExceptionalBoundedAutomaton}{9.5.2}{X7B0086217E986ADA}
\makelabel{patternclass:InbetweenPermAutomaton}{10.1.1}{X7E83DB497CCB5CDC}
\makelabel{patternclass:InbetweenPermSet}{10.1.2}{X7A07B52779B59271}
\makelabel{patternclass:IsSubPerm}{10.1.3}{X876ABC5F7822D768}
\makelabel{patternclass:LoopFreeAut}{10.2.1}{X85793D54837E38D5}
\makelabel{patternclass:LoopVertexFreeAut}{10.2.2}{X8503A7707FA666C4}

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