  
  
  [1m[4m[31mIndex[0m
  
  [1m[34mActionOnRespectedPartition[0m (G)  3.11-2
  [22m[32mAllProducts[0m, l, k  3.12
  [22m[32mbalanced[0m, definition  2.6
  [1m[34mBall[0m (G, g, d)  3.7-7
  [1m[34mBall[0m (G, p, d, act)  3.7-7
  [22m[32mClassPairs[0m, m  3.10
  [1m[34mClassReflection[0m (r(m))  2.2-2
  [1m[34mClassReflection[0m (r, m)  2.2-2
  [1m[34mClassShift[0m (r(m))  2.2-1
  [1m[34mClassShift[0m (r, m)  2.2-1
  [1m[34mClassTransposition[0m (r1(m1), r2(m2))  2.2-3
  [1m[34mClassTransposition[0m (r1, m1, r2, m2)  2.2-3
  [22m[32mCoefficients[0m, f  2.3
  Collatz conjecture  1.1
  Collatz mapping  1.1
  [1m[34mCommonRightInverse[0m (l, r)  2.12-2
  [1m[34mDecreasingOn[0m (f)  2.9-3
  [1m[34mDeterminant[0m (g)  2.5-1
  [1m[34mDeterminant[0m (g, S)  2.5-1
  [1m[34mDirectProduct[0m (G1, G2, ...)  3.2-1
  [22m[32mDisplay[0m, G  3.1
  [22m[32mDisplay[0m, f  2.2-5
  [22m[32mDiv[0m, G  3.4
  [22m[32mDiv[0m, f  2.6
  [22m[32mDivisor[0m, G  3.4
  divisor, definition  2.1
  [22m[32mDivisor[0m, f  2.6
  [22m[32mEpimorphismByGenerators[0m, G, H  3.12
  [1m[34mFactorization[0m (g)  2.4-1
  [1m[34mFactorizationIntoCSCRCT[0m (g)  2.4-1
  [1m[34mFactorizationOnConnectedComponents[0m (f, m)  2.8-3
  [1m[34mFixedPointsOfAffinePartialMappings[0m (f)  2.7-3
  [22m[32mGeneratorsAndInverses[0m, G  3.12
  [1m[34mGluckTaylorInvariant[0m (a)  2.9-4
  [22m[32mGroup[0m  3.1
  [22m[32mGroupByGenerators[0m  3.1
  [22m[32mGroupWithGenerators[0m  3.1
  [1m[34mGuessedDivergence[0m (f)  2.13-2
  [22m[32mImage[0m, f  2.3
  [1m[34mImageDensity[0m (f)  2.12-3
  [1m[34mIncreasingOn[0m (f)  2.9-3
  [1m[34mInduction[0m (G, f)  3.9-2
  [1m[34mInduction[0m (g, f)  3.9-2
  [1m[34mInfoRCWA[0m  6.3-1
  [22m[32mInjectiveAsMappingFrom[0m, f  2.12-3
  integral, definition  2.6
  [1m[34mIntegralConjugate[0m (G)  3.11-4
  [1m[34mIntegralConjugate[0m (g)  3.11-4
  [22m[32mIntegralizingConjugator[0m, G  3.11-4
  [22m[32mIntegralizingConjugator[0m, g  3.11-4
  [22m[32mIsBalanced[0m, f  2.6
  [22m[32mIsBijective[0m, f  2.3
  [22m[32mIsClassWiseOrderPreserving[0m, G  3.4
  [22m[32mIsClassWiseOrderPreserving[0m, f  2.6
  [1m[34mIsConjugate[0m (RCWA(Integers), f, g)  3.8-1
  [22m[32mIsInjective[0m, f  2.3
  [22m[32mIsIntegral[0m, G  3.4
  [22m[32mIsIntegral[0m, f  2.6
  [22m[32mIsNaturalRCWA_GFqx[0m, G  3.13-1
  [22m[32mIsNaturalRCWA_Z[0m, G  3.13-1
  [22m[32mIsNaturalRCWA_Z_pi[0m, G  3.13-1
  [1m[34mIsomorphismMatrixGroup[0m (G)  3.5-2
  [1m[34mIsomorphismPermGroup[0m (G)  3.5-1
  [1m[34mIsomorphismRcwaGroup[0m (G)  3.1-2
  [1m[34mIsomorphismRcwaGroupOverZ[0m (G)  3.1-2
  [1m[34mIsRcwaGroup[0m (G)  3.13-1
  [1m[34mIsRcwaGroupOverGFqx[0m (G)  3.13-1
  [1m[34mIsRcwaGroupOverZ[0m (G)  3.13-1
  [1m[34mIsRcwaGroupOverZ_pi[0m (G)  3.13-1
  [22m[32mIsRcwaGroupOverZOrZ_pi[0m, G  3.13-1
  [1m[34mIsRcwaMapping[0m (f)  2.14-1
  [1m[34mIsRcwaMappingOfGFqx[0m (f)  2.14-1
  [1m[34mIsRcwaMappingOfZ[0m (f)  2.14-1
  [1m[34mIsRcwaMappingOfZ_pi[0m (f)  2.14-1
  [22m[32mIsRcwaMappingOfZOrZ_pi[0m, f  2.14-1
  [22m[32mIsRcwaMappingStandardRep[0m  2.14-1
  [22m[32mIsSurjective[0m, f  2.3
  [22m[32mIsTame[0m, G  3.4
  [22m[32mIsTame[0m, f  2.3
  [1m[34mIsTransitive[0m (G, Integers)  3.7-1
  [1m[34mKernelOfActionOnRespectedPartition[0m (G)  3.11-3
  [1m[34mLargestSourcesOfAffineMappings[0m (f)  2.7-1
  [1m[34mLaTeX[0m (f)  2.2-6
  [22m[32mLaTeXAndXDVI[0m, f  2.2-6
  [1m[34mLaTeXObj[0m (f)  2.2-6
  [1m[34mLikelyContractionCentre[0m (f, maxn, bound)  2.13-1
  [1m[34mLocalizedRcwaMapping[0m (f, p)  2.10-1
  [1m[34mLoops[0m (f)  2.8-7
  [1m[34mmKnot[0m (m)  2.4-2
  [22m[32mMod[0m, G  3.4
  [22m[32mMod[0m, f  2.3
  [22m[32mModulus[0m, G  3.4
  modulus, definition  2.1
  [22m[32mModulus[0m, f  2.3
  [22m[32mModulusOfRcwaGroup[0m, G  3.4
  [22m[32mMovedPoints[0m, G  3.7
  [22m[32mMovedPoints[0m, g  2.3
  [22m[32mMult[0m, G  3.4
  [22m[32mMult[0m, f  2.6
  [22m[32mMultiplier[0m, G  3.4
  multiplier, definition  2.1
  [22m[32mMultiplier[0m, f  2.6
  [1m[34mMultpk[0m (f, p, k)  2.7-2
  [1m[34mNrConjugacyClassesOfRCWAZOfOrder[0m (ord)  3.8-3
  [1m[34mOrbitsModulo[0m (f, m)  2.8-2
  [22m[32mOrbitsModulo[0m, G, m  3.7-6
  [22m[32mOrder[0m, g  2.3
  [22m[32mPermutationOpNC[0m, g, P, OnPoints  3.11-1
  [22m[32mPreImage[0m, f  2.3
  [22m[32mPreImageElm[0m, f  2.3
  [22m[32mPreImagesElm[0m, f  2.3
  [1m[34mPreImagesRepresentative[0m (phi, g)  3.6-1
  [1m[34mPreImagesRepresentatives[0m (phi, g)  3.6-2
  [22m[32mPrimeSet[0m, G  3.4
  [22m[32mPrimeSet[0m, f  2.6
  [1m[34mPrimeSwitch[0m (p)  2.2-4
  [1m[34mPrimeSwitch[0m (p, k)  2.2-4
  [22m[32mPrint[0m, G  3.1
  [22m[32mPrint[0m, f  2.2-5
  [1m[34mProjections[0m (G, m)  3.7-6
  [22m[32mRandom[0m, RCWA(Z)  3.10
  [1m[34mRankOfKernelOfActionOnRespectedPartition[0m (G)  3.11-3
  [1m[34mRCWA[0m (R)  3.1-1
  rcwa group, class-wise order-preserving  3.4
  rcwa group, definition  2.1
  rcwa group, divisor  3.4
  rcwa group, integral  3.4
  rcwa group, membership test  3.3
  rcwa group, modulus  3.4
  rcwa group, multiplier  3.4
  rcwa group, prime set  3.4
  rcwa group, tame  2.1
  rcwa group, wild  2.1
  rcwa mapping, arithmetic operations  2.3
  rcwa mapping, balanced  2.6
  rcwa mapping, class-wise order-preserving  2.6
  rcwa mapping, definition  2.1
  rcwa mapping, divisor  2.1
  rcwa mapping, images under  2.3
  rcwa mapping, integral  2.6
  rcwa mapping, modulus  2.1
  rcwa mapping, multiplier  2.1
  rcwa mapping, tame  2.1
  rcwa mapping, transition graph  2.8-1
  rcwa mapping, wild  2.1
  [1m[34mRCWABuildManual[0m  6.5-1
  [22m[32mRcwaGroupByPermGroup[0m, G  3.1-2
  [22m[32mRCWAInfo[0m  6.3-1
  [1m[34mRcwaMapping[0m (P1, P2)  2.2-5
  [1m[34mRcwaMapping[0m (R, coeffs)  2.2-5
  [1m[34mRcwaMapping[0m (R, m, coeffs)  2.2-5
  [1m[34mRcwaMapping[0m (coeffs)  2.2-5
  [1m[34mRcwaMapping[0m (cycles)  2.2-5
  [1m[34mRcwaMapping[0m (m, values)  2.2-5
  [1m[34mRcwaMapping[0m (perm, range)  2.2-5
  [1m[34mRcwaMapping[0m (pi, coeffs)  2.2-5
  [1m[34mRcwaMapping[0m (q, m, coeffs)  2.2-5
  [1m[34mRcwaMappingsFamily[0m (R)  2.14-2
  [1m[34mRCWATest[0m  6.4-1
  [1m[34mRepresentativeAction[0m (G, src, dest, act)  3.7-2
  [1m[34mRepresentativeAction[0m (RCWA( Integers ), P1, P2)  3.7-4
  [1m[34mRepresentativeAction[0m (RCWA(Integers), f, g)  3.8-2
  [1m[34mRepresentativeActionPreImage[0m (G, src, dest, act, F)  3.7-3
  [1m[34mRespectedPartition[0m (G)  3.11-1
  [1m[34mRespectedPartition[0m (g)  3.11-1
  [22m[32mRespectedPartitionLong[0m, G  3.11-1
  [22m[32mRespectedPartitionLong[0m, g  3.11-1
  [22m[32mRespectedPartitionShort[0m, G  3.11-1
  [22m[32mRespectedPartitionShort[0m, g  3.11-1
  [22m[32mRespectsPartition[0m, G  3.11-1
  [22m[32mRespectsPartition[0m, g  3.11-1
  [22m[32mRestrictedPerm[0m, g  2.3
  [1m[34mRestriction[0m (G, f)  3.9-1
  [1m[34mRestriction[0m (g, f)  3.9-1
  [1m[34mRightInverse[0m (f)  2.12-1
  [1m[34mRoot[0m (f, k)  2.11-1
  [1m[34mSemilocalizedRcwaMapping[0m (f, pi)  2.10-1
  [22m[32mSetOnWhichMappingIsClassWise[0m, Constant  2.7-3
  [22m[32mSetOnWhichMappingIsClassWise[0m, OrderPreserving  2.7-3
  [22m[32mSetOnWhichMappingIsClassWise[0m, OrderReversing  2.7-3
  [1m[34mShortCycles[0m (G, S, maxlng)  3.7-5
  [22m[32mShortCycles[0m, f, maxlng  3.8-1
  [1m[34mShortOrbits[0m (G, S, maxlng)  3.7-5
  [1m[34mSign[0m (g)  2.5-2
  [1m[34mSinks[0m (f)  2.8-6
  [22m[32mSize[0m, G  3.4
  [1m[34mSources[0m (f)  2.8-5
  [22m[32mSplittedClassTransposition[0m, G  2.4-1
  [22m[32mString[0m, G  3.1
  [22m[32mString[0m, f  2.2-5
  [1m[34mStructureDescription[0m (G)  3.1-3
  [22m[32mSupport[0m, G  3.7
  [22m[32mSupport[0m, g  2.3
  tame, rcwa group  2.1
  tame, rcwa mapping  2.1
  [1m[34mTrajectory[0m (f, n, length)  2.9-1
  [1m[34mTrajectory[0m (f, n, length, m)  2.9-1
  [1m[34mTrajectory[0m (f, n, terminal)  2.9-1
  [1m[34mTrajectory[0m (f, n, terminal, m)  2.9-1
  [1m[34mTrajectory[0m (f, n, length, whichcoeffs)  2.9-2
  [1m[34mTrajectory[0m (f, n, terminal, whichcoeffs)  2.9-2
  [1m[34mTransitionGraph[0m (f, m)  2.8-1
  [1m[34mTransitionMatrix[0m (f, m)  2.8-4
  [22m[32mView[0m, G  3.1
  [22m[32mView[0m, f  2.2-5
  wild, rcwa group  2.1
  wild, rcwa mapping  2.1
  [1m[34mWreathProduct[0m (G, P)  3.2-2
  [1m[34mWreathProduct[0m (G, Z)  3.2-2
  
  
  -------------------------------------------------------
