Alnuth : a GAP 4 package - Index 
A
C
D
E
F
G
I
L
M
N
P
R
S
U
- Acknowledgements 1.1 
- Adjust the path of the executable for GP 4.3 
- An example application 3.0 
- Creation of number fields 2.1 
- DefiningPolynomial 2.2.1 
- DegreeOverPrimeField 2.2.3 
- EquationOrderBasis 2.2.4 
- ExampleMatField 2.6.1 
- Examples 2.6 
- ExponentsOfUnits 2.2.7 
- Factorisation of polynomials over a number field 2.5 
- FactorsPolynomialAlgExt 2.5.1 
- FactorsPolynomialPari 2.5.2 
- FieldByMatrices 2.1.1 
- FieldByMatricesNC 2.1.1 
- FieldByMatrixBasis 2.1.2 
- FieldByMatrixBasisNC 2.1.2 
- FieldByPolynomial 2.1.3 
- FieldByPolynomialNC 2.1.3 
- Getting PARI/GP 4.2 
- Installation 4.0 
- Installing Alnuth 4.1 
- IntersectionOfUnitSubgroups 2.4.2 
- Introduction 1.0 
- IsCyclotomicField 2.2.8 
- IsIntegerOfNumberField 2.2.4 
- IsomorphismPcpGroup 2.3.1 
- IsPrimitiveElementOfNumberField 2.2.2 
- IsUnitOfNumberField 2.2.6 
- License 1.2 
- Loading and testing the package 4.4 
- MaximalOrderBasis 2.2.4 
- Methods for number fields 2.0 2.2 
- Methods to compute with subgroups of the unit group 2.4 
- NormCosetsOfNumberField 2.2.9 
- Number fields defined by a polynomial 3.2 
- Number fields defined by matrices 3.1 
- PariVersion 4.3.1 
- PcpPresentationOfMultiplicativeSubgroup 2.3.1 
- Presentations of multiplicative subgroups 2.3 
- PrimitiveElement 2.2.1 
- RelationLattice 2.3.2 
- RelationLatticeOfUnits 2.4.1 
- RestoreAlnuthExternalExecutable 4.3.4 
- SetAlnuthExternalExecutable 4.3.2 
- SetAlnuthExternalExecutablePermanently 4.3.3 
- UnitGroup 2.2.5 
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Alnuth manual
June 2019