GAP (NormalizInterface) - Index

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### Index

`NmzAffineDim` 2.3-1
`NmzBasisChange` 2.3-58
`NmzClassGroup` 2.3-2
`NmzCompute` 2.2-5
`NmzCone` 2.1-1
`NmzConeDecomposition` 2.3-39
`NmzConeProperty` 2.2-6
`NmzCongruences` 2.3-3
`NmzDeg1Elements` 2.3-4
`NmzDehomogenization` 2.3-5
`NmzEhrhartSeries` 2.3-51
`NmzEmbeddingDim` 2.3-40
`NmzEmbeddingDimension` 2.3-6
`NmzEquations` 2.3-7
`NmzEuclideanVolume` 2.3-52
`NmzExcludedFaces` 2.3-8
`NmzExternalIndex` 2.3-41
`NmzExtremeRays` 2.3-9
`NmzFaceLattice` 2.3-57
`NmzFVector` 2.3-56
`NmzGeneratorOfInterior` 2.3-11
`NmzGenerators` 2.3-10
`NmzGrading` 2.3-12
`NmzGradingDenom` 2.3-42
`NmzHasConeProperty` 2.2-1
`NmzHilbertBasis` 2.3-13
`NmzHilbertQuasiPolynomial` 2.3-14
`NmzHilbertSeries` 2.3-15
`NmzInclusionExclusionData` 2.3-16
`NmzIntegerHull` 2.3-43
`NmzInternalIndex` 2.3-44
`NmzIsDeg1ExtremeRays` 2.3-17
`NmzIsDeg1HilbertBasis` 2.3-18
`NmzIsGorenstein` 2.3-19
`NmzIsInhomogeneous` 2.3-20
`NmzIsIntegrallyClosed` 2.3-21
`NmzIsPointed` 2.3-22
`NmzIsReesPrimary` 2.3-23
`NmzKnownConeProperties` 2.2-2
`NmzMaximalSubspace` 2.3-24
`NmzModuleGenerators` 2.3-25
`NmzModuleGeneratorsOverOriginalMonoid` 2.3-26
`NmzModuleRank` 2.3-27
`NmzMultiplicity` 2.3-28
`NmzOriginalMonoidGenerators` 2.3-29
`NmzPrintConeProperties` 2.2-7
`NmzProjectCone` 2.3-53
`NmzRank` 2.3-30
`NmzRecessionRank` 2.3-31
`NmzReesPrimaryMultiplicity` 2.3-32
`NmzSetVerbose` 2.2-4
`NmzSetVerboseDefault` 2.2-3
`NmzStanleyDec` 2.3-45
`NmzSublattice` 2.3-46
`NmzSuppHypsFloat` 2.3-54
`NmzSupportHyperplanes` 2.3-33
`NmzTriangulation` 2.3-34
`NmzTriangulationDetSum` 2.3-35
`NmzTriangulationSize` 2.3-36
`NmzUnitGroupIndex` 2.3-47
`NmzVerticesFloat` 2.3-37
`NmzVerticesOfPolyhedron` 2.3-38
`NmzVolume` 2.3-55
`NmzWeightedEhrhartQuasiPolynomial` 2.3-48
`NmzWeightedEhrhartSeries` 2.3-49
`NmzWitnessNotIntegrallyClosed` 2.3-50

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