  
  
  [1m[4m[31mIndex[0m
  
  [1m[34mAugmentation[0m  4.2-5
  augmentation homomorphism  3.1
  augmentation ideal  3.1
  [1m[34mAugmentationHomomorphism[0m  4.3-1
  [1m[34mAugmentationIdeal[0m  4.3-2
  [1m[34mAugmentationIdealNilpotencyIndex[0m  4.3-6
  [1m[34mAugmentationIdealOfDerivedSubgroupNilpotencyIndex[0m  4.3-7
  [1m[34mAugmentationIdealPowerFactorGroup[0m  4.4-14
  [1m[34mAugmentationIdealPowerSeries[0m  4.3-5
  bicyclic unit  4.2-12
  [1m[34mBicyclicUnitGroup[0m  4.4-13
  [1m[34mBicyclicUnitOfType1[0m  4.2-12
  [1m[34mBicyclicUnitOfType1[0m  4.2-12
  [1m[34mBicyclicUnitOfType2[0m  4.2-12
  [1m[34mBicyclicUnitOfType2[0m  4.2-12
  [1m[34mCanonicalBasis[0m  4.5-16
  [1m[34mCoefficientsBySupport[0m  4.2-2
  [1m[34mDihedralDepth[0m  4.6-2
  dimension basis  3.3
  [1m[34mDimensionBasis[0m  4.6-3
  [1m[34mEmbedding[0m  4.4-5
  [1m[34mEmbedding[0m  4.5-8
  group algebra  3.1
  [1m[34mGroupBases[0m  4.4-15
  [1m[34mInverseOp[0m  4.2-11
  [1m[34mInvolution[0m  4.2-7
  [1m[34mInvolution[0m  4.2-7
  [1m[34mIsBasisOfLieAlgebraOfGroupRing[0m  4.5-17
  [1m[34mIsFModularGroupAlgebra[0m  4.1-2
  [1m[34mIsGroupAlgebra[0m  4.1-1
  [1m[34mIsGroupOfUnitsOfMagmaRing[0m  4.4-8
  [1m[34mIsLieAbelian[0m  4.5-11
  [1m[34mIsLieAlgebraByAssociativeAlgebra[0m  4.5-2
  [1m[34mIsLieAlgebraOfGroupRing[0m  4.5-6
  [1m[34mIsLieCentreByMetabelian[0m  4.5-15
  [1m[34mIsLieMetabelian[0m  4.5-14
  [1m[34mIsLieNilpotent[0m  4.5-13
  [1m[34mIsLieSolvable[0m  4.5-12
  [1m[34mIsNormalizedUnitGroupOfGroupRing[0m  4.4-10
  [1m[34mIsPModularGroupAlgebra[0m  4.1-3
  [1m[34mIsSymmetric[0m  4.2-8
  [1m[34mIsUnit[0m  4.2-10
  [1m[34mIsUnit[0m  4.2-10
  [1m[34mIsUnitary[0m  4.2-9
  [1m[34mIsUnitGroupOfGroupRing[0m  4.4-9
  Jennings series  3.3
  [1m[34mLAGInfo[0m  4.6-6
  [1mLAGUNA[0m package  -1
  [1m[34mLAGUNABuildManual[0m  4.6-7
  [1m[34mLAGUNABuildManualHTML[0m  4.6-8
  [1m[34mLeftIdealBySubgroup[0m  4.3-8
  [1m[34mLeftIdealBySubgroup[0m  4.3-8
  [1m[34mLength[0m  4.2-4
  Lie derived length  4.5-21
  Lie derived series  4.5-21
  [1m[34mLieAlgebraByDomain[0m  4.5-1
  [1m[34mLieCentre[0m  4.5-9
  [1m[34mLieDerivedLength[0m  4.5-21
  [1m[34mLieDerivedSubalgebra[0m  4.5-10
  [1m[34mLieDimensionSubgroups[0m  4.6-4
  [1m[34mLieLowerNilpotencyIndex[0m  4.5-20
  [1m[34mLieUpperCodimensionSeries[0m  4.6-5
  [1m[34mLieUpperCodimensionSeries[0m  4.6-5
  [1m[34mLieUpperNilpotencyIndex[0m  4.5-19
  lower Lie power series  4.5-20
  modular group algebra  4.1-2
  [1m[34mNaturalBijectionToAssociativeAlgebra[0m  4.5-5
  [1m[34mNaturalBijectionToLieAlgebra[0m  4.5-4
  [1m[34mNaturalBijectionToNormalizedUnitGroup[0m  4.4-4
  [1m[34mNaturalBijectionToPcNormalizedUnitGroup[0m  4.4-3
  normalised unit  3.1
  normalised unit group  3.1
  [1m[34mNormalizedUnitGroup[0m  4.4-1
  p-modular group algebra  3.2
  partial augmentation  4.2-6
  [1m[34mPartialAugmentations[0m  4.2-6
  [1m[34mPcNormalizedUnitGroup[0m  4.4-2
  [1m[34mPcUnits[0m  4.4-7
  power-commutator presentation  3.2
  [1m[34mRadicalOfAlgebra[0m  4.3-3
  [1m[34mRightIdealBySubgroup[0m  4.3-8
  [1mSISYPHOS[0m package  1.1
  standard product  3.3
  [1m[34mStructureConstantsTable[0m  4.5-18
  [1m[34mSubgroupsOfIndexTwo[0m  4.6-1
  [1m[34mSupport[0m  4.2-1
  symmetric element  4.2-8
  [1m[34mTraceOfMagmaRingElement[0m  4.2-3
  [1m[34mTwoSidedIdalBySubgroup[0m  4.3-8
  [1m[34mUnderlyingAssociativeAlgebra[0m  4.5-3
  [1m[34mUnderlyingField[0m  4.1-6
  [1m[34mUnderlyingGroup[0m (of a group ring)  4.1-4
  [1m[34mUnderlyingGroup[0m (of Lie algebra of a group ring)  4.5-7
  [1m[34mUnderlyingGroupRing[0m  4.4-11
  [1m[34mUnderlyingRing[0m  4.1-5
  unit  3.1
  unit group  3.1
  unitary element  4.2-9
  [1m[34mUnitarySubgroup[0m  4.4-12
  [1m[34mUnits[0m  4.4-6
  upper Lie power series  4.5-19
  weight, of dimension basis element  3.3
  [1m[34mWeightedBasis[0m  4.3-4
  
  
  -------------------------------------------------------
