  
  
  [1XIndex[101X
  
  [2XAddToMatElm[102X (for homalg local matrices)  4.3-10
  [2XAssociatedGlobalRing[102X (for homalg local rings)  4.3-1
  [2XAssociatedGlobalRing[102X (for homalg local ring elements)  4.3-2
  [2XAssociatedGlobalRing[102X (for homalg local matrices)  4.3-3
  [2XBasisOfRowModule[102X (for local rings)  A.1-1
  [2XCancel[102X (for pairs of ring elements)  4.3-13
  [2XDecideZeroRows[102X (for local rings with Mora's algorithm)  A.1-2
  [2XDecideZeroRows[102X (for local rings)  A.2-1
  [2XDenominator[102X (for homalg local ring elements)  4.3-6
  [2XDenominator[102X (for homalg local matrices)  4.3-7
  [2XGeneratorsOfMaximalLeftIdeal[102X  4.2-1
  [2XGeneratorsOfMaximalRightIdeal[102X  4.2-2
  [2XHomalgLocalMatrix[102X (constructor for local matrices using a given numerator and one as denominator)  4.3-18
  [2XHomalgLocalMatrix[102X (constructor for local matrices using numerator and denominator)  4.3-18
  [2XHomalgLocalRingElement[102X (constructor for local ring elements using a given numerator and one as denominator)  4.3-17
  [2XHomalgLocalRingElement[102X (constructor for local ring elements using numerator and denominator)  4.3-17
  [2XIsHomalgLocalMatrixRep[102X  4.1-3
  [2XIsHomalgLocalRingElementRep[102X  4.1-2
  [2XIsHomalgLocalRingRep[102X  4.1-1
  [2XLocalizeAt[102X (for a commutative ring and a maximal ideal)  4.3-14
  [2XLocalizeAtZero[102X (for a free polynomial ring)  4.3-15
  [2XLocalizePolynomialRingAtZeroWithMora[102X (constructor for homalg localized rings using Mora's algorithm)  4.3-16
  [5XLocalizeRingForHomalg[105X  .-3
  [2XMatElm[102X (for homalg local matrices)  4.3-12
  [2XMatElmAsString[102X (for homalg local matrices)  4.3-11
  [2XName[102X (for homalg local ring elements)  4.3-8
  [2XNumerator[102X (for homalg local ring elements)  4.3-4
  [2XNumerator[102X (for homalg local matrices)  4.3-5
  [2XSetMatElm[102X (for homalg local matrices)  4.3-9
  [2XSyzygiesGeneratorsOfRows[102X (for local rings)  A.1-3
  
  
  -------------------------------------------------------
