Here is a list of all struct and union fields with links to the structures/unions they belong to:

- p -

• P : Toeplitz< typename _PRing::CoeffField, _PRing >, ToeplitzBase< _Field, _PRing >, TransposeAugmentedSystem< Field >
• p : FFT_base< Field, Simd, typename std::enable_if< Field::is_elt_integral_v &&Simd::template is_same_element< Field >::value >::type >, FFT_multi_base< Field, Simd, typename std::enable_if< Field::is_elt_integral_v &&Simd::template is_same_element< Field >::value >::type >
• p2 : FFT_base< Field, Simd, typename std::enable_if< Field::is_elt_integral_v &&Simd::template is_same_element< Field >::value >::type >, FFT_multi_base< Field, Simd, typename std::enable_if< Field::is_elt_integral_v &&Simd::template is_same_element< Field >::value >::type >
• P_ : BlasPermutation< _UnsignedInt >
• PadeApproximant() : SigmaBasis< _Field >
• Pair() : Pair< I, T >
• PairValue : SparseMatrixGeneric< _Field, _Row, VectorCategories::SparseParallelVectorTag >::_IndexedIterator< RepIterator, RowIdxIterator >
• ParamFuzzy() : ParamFuzzy
• ParamFuzzyRandIter() : ParamFuzzyRandIter
• ParElem : PolynomialRing< BaseRing, StorageTag >
• Parent_t : LocalPIRModular< intType >, PolynomialRing< BaseRing, StorageTag >
• PascalBlackbox() : PascalBlackbox< Field >
• pCommunicator : MethodBase
• pdata : Sylvester< _Field >, Toeplitz< typename _PRing::CoeffField, _PRing >, ToeplitzBase< _Field, _PRing >
• pdf : PlotStyle::Term
• Permutation : Eliminator< Field, Matrix >, MatrixDomain< Field_ >, MatrixDomain< GF2 >, MatrixDomain< SlicedField< _Field, _WordT > >, Permutation< _Field, _Matrix >, VectorDomain< Field_ >, VectorDomain< GF2 >
• permute() : Eliminator< Field, Matrix >, GaussDomain< _Field >::Continuation< _Matrix, Perm, false >, GaussDomain< _Field >::Continuation< _Matrix, Perm, true >, GaussDomain< _Field >, GaussDomain< GF2 >, Permutation< _Field, _Matrix >, VectorDomain< Field_ >, VectorDomain< GF2 >
• permuteAndInvert() : Eliminator< Field, Matrix >
• permuteBinary() : GaussDomain< GF2 >
• permuteColsByCol() : MatrixDomain< Field_ >, MatrixDomain< GF2 >, MatrixDomain< SlicedField< _Field, _WordT > >
• permuteColsByRow() : MatrixDomain< Field_ >, MatrixDomain< GF2 >, MatrixDomain< SlicedField< _Field, _WordT > >
• permuteColsSpecialized() : MatrixDomain< Field_ >, MatrixDomain< GF2 >, MatrixDomain< SlicedField< _Field, _WordT > >
• PermuteColumn() : PowerGaussDomain< _Field >, PowerGaussDomainPowerOfTwo< UnsignedIntType >
• permuteColumns() : MatrixDomain< Field_ >, MatrixDomain< GF2 >, MatrixDomain< SlicedField< _Field, _WordT > >
• permuteRows() : MatrixDomain< Field_ >, MatrixDomain< GF2 >, MatrixDomain< SlicedField< _Field, _WordT > >
• permuteRowsByCol() : MatrixDomain< Field_ >, MatrixDomain< GF2 >, MatrixDomain< SlicedField< _Field, _WordT > >
• permuteRowsByRow() : MatrixDomain< Field_ >, MatrixDomain< GF2 >, MatrixDomain< SlicedField< _Field, _WordT > >
• permuteRowsSpecialized() : MatrixDomain< Field_ >, MatrixDomain< GF2 >, MatrixDomain< SlicedField< _Field, _WordT > >
• permuteSpecialized() : VectorDomain< Field_ >, VectorDomain< GF2 >
• PermuteSubMatrix() : PowerGaussDomain< _Field >, PowerGaussDomainPowerOfTwo< UnsignedIntType >
• PermuteUpperMatrix() : PowerGaussDomain< _Field >, PowerGaussDomainPowerOfTwo< UnsignedIntType >
• pinfo() : Sliced< _Domain >, SubMatIterator< E >
• PIR_ntl_ZZ_p() : PIR_ntl_ZZ_p
• pivotStrategy : MethodBase
• plain : BlockHankelTag
• PlainDomain() : PlainDomain< Field_ >
• PlainMatrix() : PlainMatrix< Domain_ >
• PlainSubmatrix() : PlainSubmatrix< MatDom >
• PlotData() : PlotData
• PlotGraph() : PlotGraph
• PlotStyle() : PlotStyle
• PLUQ : TransposeAugmentedSystem< Field >
• PLUQMatrix() : PLUQMatrix< Field >
• PM : PolynomialMatrixtoSlicedPolynomialMatrix< _FieldF, _FieldGF, _Storage, _MatrixElement >
• PM_Basis() : OrderBasis< Field, ET >, SigmaBasis< _Field >
• PM_Basis2() : OrderBasis< Field, ET >
• PMatrix : BlockHankelInverse< _Field >, OrderBasis< Field, ET >, PolynomialMatrixFFTPrimeMulDomain< _Field >, PolynomialMatrixKaraDomain< _Field >, PolynomialMatrixThreePrimesFFTMulDomain< Field >
• png : PlotStyle::Term
• Pointer : InteratorBlas< Field, IntVect >
• pointer : BitVector::const_iterator, BitVector::iterator, BitVector, BlasSubmatrix< _Matrix >::ConstIterator, BlasSubmatrix< _Matrix >::Iterator, BlasSubmatrix< _Matrix >, BlasSubmatrix< _Matrix >::rebind< _Tp1, _Rep2 >, BlasSubvector< _Vector >, BlasVector< _Field, _Storage >, MatrixEltPointer< _Matrix >, MatrixEltPointer< const _Matrix >, ReverseVector< Vector >, Subiterator< Iterator >, Subvector< Iterator, ConstIterator >, VectorEltPointer< _Vector >, VectorEltPointer< const _Vector >, iterator_traits< LinBox::BitVector::const_iterator >, iterator_traits< LinBox::BitVector::iterator >
• PointerVector : ZeroOne< _Field >::IndexIterator, ZeroOne< _Field >::Iterator, ZeroOne< _Field >, ZeroOne< GF2 >::Iterator, ZeroOne< GF2 >::rebind, ZeroOne< GF2 >::rebind< GF2 >, ZOQuad< _Field >
• PointLabels : DataSeries
• Points : DataSeries
• points : PlotStyle::Line
• PolEval() : RationalReconstruction< _LiftingContainer, RatRecon >
• Poly : Toeplitz< _CField, _PRing >, Toeplitz< typename _PRing::CoeffField, _PRing >, ToeplitzBase< _Field, _PRing >
• POLY_ESTIMATE : Commentator
• poly_stride() : PolynomialMatrix< _Field, PMType::polfirst >
• PolyBlock : CoppersmithInvariantFactors< Field_, Blackbox_, Field2_ >
• polyCoeffs_ : PascalBlackbox< Field >
• PolyDixonDomain() : PolyDixonDomain< Ring, Field >
• PolyDom : CoppersmithInvariantFactors< Field_, Blackbox_, Field2_ >
• PolyElement : CoppersmithInvariantFactors< Field_, Blackbox_, Field2_ >
• PolyInterpolation() : PolyInterpolation< Field, PolyDom >
• PolyMatDom : CoppersmithInvariantFactors< Field_, Blackbox_, Field2_ >
• PolyMatrix : InvariantFactors< _Field, _PolynomialRing, _MatrixDomain >
• Polynomial : FrobeniusLarge< _PolynomialRing >, FrobeniusSmall< _Field, _PolynomialRing >, InvariantFactors< _Field, _PolynomialRing, _MatrixDomain >, Inverse< Blackbox >, PolynomialBB< Blackbox, Poly >, PolynomialBBOwner< Blackbox, Poly >, PolynomialLocalX< Field >, PolynomialLocalX< NTL_zz_pEX >, PolynomialLocalX< NTL_zz_pX >, PolynomialMatrix< _Field, PMType::polfirst >, PolynomialRing< BaseRing, StorageTag >, PolySmithFormDomain< Ring >, PolySmithFormLocalXDomain< BaseField >, SubPolynomialMatrix< MatPoly >, WeakPopovFormDomain< PolynomialRing >
• polynomial : SlicedPolynomialMatrix< _Field, _Storage, _MatrixElement >, SlicedPolynomialVector< _Field, _Storage, _VectorElement >
• PolynomialBB() : PolynomialBB< Blackbox, Poly >
• PolynomialBBOwner() : PolynomialBBOwner< Blackbox, Poly >
• PolynomialLocalX() : PolynomialLocalX< Field >, PolynomialLocalX< NTL_zz_pEX >, PolynomialLocalX< NTL_zz_pX >
• PolynomialMatrix() : PolynomialMatrix< _Field, PMType::polfirst >, SubPolynomialMatrix< MatPoly >
• PolynomialMatrixAddDomain() : PolynomialMatrixAddDomain< Field >
• PolynomialMatrixDomain() : PolynomialMatrixDomain< Field >
• PolynomialMatrixFFTMulDomain() : PolynomialMatrixFFTMulDomain< Field >, PolynomialMatrixFFTMulDomain< Givaro::Modular< integer > >, PolynomialMatrixFFTMulDomain< Givaro::Modular< RecInt::ruint< K >, RecInt::ruint< L > > >, PolynomialMatrixFFTMulDomain< Givaro::Modular< T1, T2 > >, PolynomialMatrixFFTMulDomain< Givaro::ZRing< integer > >, PolynomialMatrixFFTMulDomain< Givaro::ZRing< RecInt::ruint< K > > >
• PolynomialMatrixFFTPrimeMulDomain() : PolynomialMatrixFFTPrimeMulDomain< _Field >
• PolynomialMatrixKaraDomain() : PolynomialMatrixKaraDomain< _Field >
• PolynomialMatrixMulDomain() : PolynomialMatrixMulDomain< _Field >
• PolynomialMatrixNaiveMulDomain() : PolynomialMatrixNaiveMulDomain< _Field >
• PolynomialMatrixThreePrimesFFTMulDomain() : PolynomialMatrixThreePrimesFFTMulDomain< Field >
• PolynomialRing : DensePolynomial< Field >, FrobeniusLarge< _PolynomialRing >, FrobeniusSmall< _Field, _PolynomialRing >, InvariantFactors< _Field, _PolynomialRing, _MatrixDomain >, PolynomialRing< BaseRing, StorageTag >
• PolyRing : CoppersmithInvariantFactors< Field_, Blackbox_, Field2_ >
• PolySmithFormDomain() : PolySmithFormDomain< Ring >
• PolySmithFormLocalXDomain() : PolySmithFormLocalXDomain< BaseField >
• pop_back() : LightContainer< Elem >
• pos() : ConstantVectorStream< _Vector >, RandomDenseStream< Field, _Vector, RandIter, Trait >, RandomDenseStream< Field, _Vector, RandIter, VectorCategories::DenseVectorTag >, RandomDenseStreamGF2, RandomSparseStream< Field, _Vector, RandIter, Trait >, RandomSparseStream< Field, _Vector, RandIter, VectorCategories::DenseVectorTag >, RandomSparseStream< Field, _Vector, RandIter, VectorCategories::SparseAssociativeVectorTag >, RandomSparseStream< Field, _Vector, RandIter, VectorCategories::SparseParallelVectorTag >, RandomSparseStreamGF2< _Vector >, StandardBasisStream< Field, _Vector, Trait >, StandardBasisStream< Field, _Vector, VectorCategories::DenseVectorTag >, StandardBasisStream< Field, _Vector, VectorCategories::SparseAssociativeVectorTag >, StandardBasisStream< Field, _Vector, VectorCategories::SparseParallelVectorTag >, StandardBasisStream< Field, _Vector, VectorCategories::SparseSequenceVectorTag >, VectorStream< _Vector >
• pow() : NTL_ZZ_p, NTL_zz_p, NTL_zz_pEX, NTL_zz_pX, PolynomialLocalX< Field >, PolynomialLocalX< NTL_zz_pEX >, PolynomialLocalX< NTL_zz_pX >, ScalarMatrix< Field_ >
• pow_apply() : MatrixDomain< Field_ >, MatrixDomain< GF2 >, MatrixDomain< SlicedField< _Field, _WordT > >
• pow_horn() : MatrixDomain< Field_ >, MatrixDomain< GF2 >, MatrixDomain< SlicedField< _Field, _WordT > >
• pow_w : FFT_base< Field, Simd, typename std::enable_if< Field::is_elt_floating_point_v &&Simd::template is_same_element< Field >::value >::type >, FFT_base< Field, Simd, typename std::enable_if< Field::is_elt_integral_v &&Simd::template is_same_element< Field >::value >::type >, FFT_multi_base< Field, Simd, typename std::enable_if< Field::is_elt_floating_point_v &&Simd::template is_same_element< Field >::value >::type >, FFT_multi_base< Field, Simd, typename std::enable_if< Field::is_elt_integral_v &&Simd::template is_same_element< Field >::value >::type >
• pow_w_br : FFT_base< Field, Simd, typename std::enable_if< Field::is_elt_floating_point_v &&Simd::template is_same_element< Field >::value >::type >, FFT_base< Field, Simd, typename std::enable_if< Field::is_elt_integral_v &&Simd::template is_same_element< Field >::value >::type >, FFT_multi_base< Field, Simd, typename std::enable_if< Field::is_elt_floating_point_v &&Simd::template is_same_element< Field >::value >::type >, FFT_multi_base< Field, Simd, typename std::enable_if< Field::is_elt_integral_v &&Simd::template is_same_element< Field >::value >::type >
• pow_wp : FFT_base< Field, Simd, typename std::enable_if< Field::is_elt_integral_v &&Simd::template is_same_element< Field >::value >::type >, FFT_multi_base< Field, Simd, typename std::enable_if< Field::is_elt_integral_v &&Simd::template is_same_element< Field >::value >::type >
• pow_wp_br : FFT_base< Field, Simd, typename std::enable_if< Field::is_elt_integral_v &&Simd::template is_same_element< Field >::value >::type >, FFT_multi_base< Field, Simd, typename std::enable_if< Field::is_elt_integral_v &&Simd::template is_same_element< Field >::value >::type >
• PowerGaussDomain() : PowerGaussDomain< _Field >
• PowerGaussDomainPowerOfTwo() : PowerGaussDomainPowerOfTwo< UnsignedIntType >
• powerList_ : ModularNChooseK< Field >
• powersOfThree_ : PascalBlackbox< Field >
• powin() : NTL_ZZ_p, NTL_zz_p
• powtwo() : FastRationalReconstruction< Ring >
• PP : SparseLULiftingContainer< _Ring, _Field, _IMatrix, _FMatrix >
• pplt() : pplt< LocalPIR >
• precompInv() : CRABuilderFullMultip< Domain_Type >
• preconditioner : MethodBase
• PreconditionFailed() : PreconditionFailed
• precondLifs() : InvariantFactors< _Field, _PolynomialRing, _MatrixDomain >
• predict() : TimeWatcher
• preimage() : Hom< Source, Target, Enabled >, Hom< _Source, Givaro::ZRing< Integer > >, Hom< Givaro::QField< Givaro::Rational >, _Target >, Hom< Givaro::QField< Givaro::Rational >, Givaro::QField< Givaro::Rational > >, Hom< Givaro::ZRing< Integer >, _Target >, Hom< Givaro::ZRing< Integer >, Givaro::ZRing< Integer > >, Hom< Givaro::ZRing< Integer >, Local2_32 >, Hom< NTL_zz_pX, NTL_zz_pE >, Hom< PolynomialRing, PolynomialLocalX< PolynomialRing > >, Hom< Source, Source >
• PreMap() : PreMap< Source, Target >
• PreserveUpperMatrixRow() : PowerGaussDomain< _Field >, PowerGaussDomainPowerOfTwo< UnsignedIntType >
• prev : GridElement< Element >
• prevEEA() : FastRationalReconstruction< Ring >
• Prime : DixonSolver< Ring, Field, RandomPrime, Method::BlockHankel >, DixonSolver< Ring, Field, RandomPrime, Method::BlockWiedemann >, DixonSolver< Ring, Field, RandomPrime, Method::DenseElimination >, DixonSolver< Ring, Field, RandomPrime, Method::SparseElimination >, DixonSolver< Ring, Field, RandomPrime, Method::Wiedemann >
• prime() : LiftingContainer< _Ring >, LiftingContainerBase< _Ring, _IMatrix >, SmithFormAdaptive
• prime_power_rankin() : PowerGaussDomain< _Field >, PowerGaussDomainPowerOfTwo< UnsignedIntType >
• Prime_Type : FixedPrimeIterator, MultiModRandomPrime, PrimeIterator< Trait >, PrimeSequence< IteratorT, UniqueTrait >
• primeiter_ : ChineseRemainderSequential< CRABase >::PrimeSampler< PrimeIterator, is_unique >, ChineseRemainderSequential< CRABase >::PrimeSampler< PrimeIterator, true >
• PrimeIterator() : PrimeIterator< Trait >
• primeProd_ : CRABuilderSingleBase< Domain_Type >
• primes : IntegerModularDetReduced< Blackbox, MyMethod >
• PrimeSampler() : ChineseRemainderSequential< CRABase >::PrimeSampler< PrimeIterator, is_unique >, ChineseRemainderSequential< CRABase >::PrimeSampler< PrimeIterator, true >
• PrimeSequence() : PrimeSequence< IteratorT, UniqueTrait >
• PrimeStream() : PrimeStream< Element >
• PrimeType : RandomFFTPrime
• PRing : Toeplitz< _CField, _PRing >, Toeplitz< typename _PRing::CoeffField, _PRing >, ToeplitzBase< _Field, _PRing >
• print() : CSDate, CSDouble, CSInt, CSString, CSValue, Hankel< _Field, PolyRing >, LinboxError, PlotGraph, PreconditionFailed, Sylvester< _Field >, TernaryLattice
• print_multime() : SigmaBasis< _Field >
• print_result_line() : BenchFFT< Field, Simd >, Checker< Field >
• printActivityReport() : Commentator
• printCommaVector() : BenchmarkFile
• printContents() : BenchmarkFile
• printcp() : Sylvester< _Field >
• printed() : Commentator
• printFieldTitles() : BenchmarkFile
• printMatrix() : Helper, TestPolySmithFormUtil< Field >, WeakPopovFormDomain< PolynomialRing >
• printMetadata() : BenchmarkFile
• printTimer() : BlackboxBlockContainer< _Field, _Blackbox, _MatrixDomain >, BlackboxBlockContainerRecord< _Field, _Blackbox, _MatrixDomain >
• printvec() : DixonSolver< Ring, Field, RandomPrime, Method::SymbolicNumericNorm >
• probab_prime_ntests : RandomFFTPrime
• productin() : CRABuilderVarPrecEarlyMultip< Domain_Type >
• ProductTree : PolyInterpolation< Field, PolyDom >
• progress() : Commentator, CRABuilderEarlyMultip< Domain_Type >, CRABuilderEarlySingle< Domain_Type >, CRABuilderFullMultip< Domain_Type >, CRABuilderFullMultipFixed< Domain_Type >, CRABuilderFullMultipMatrix< Domain_Type >, CRABuilderFullSingle< Domain_Type >, CRABuilderProbSingle< Domain_Type >, CRABuilderVarPrecEarlyMultip< Domain_Type >, CRABuilderVarPrecEarlySingle< Domain_Type >, GivaroRnsFixedCRA< Domain_Type >, RationalCRABuilderEarlyMultip< Domain_Type >, RationalCRABuilderEarlySingle< Domain_Type >
• progress_check() : CRABuilderSingleBase< Domain_Type >
• progress_iter() : CRABuilderFullMultip< Domain_Type >
• pseudo_minpoly() : MasseyDomain< Field, Sequence >
• pseudo_rank() : MasseyDomain< Field, Sequence >
• PtrVector : CSF< _Field >
• push_back() : BlasVector< _Field, _Storage >, DataSeries, LightContainer< Elem >, MetaDataSeries
• pushBackTest() : BenchmarkFile
• pushpop() : myQueue< Ring >
• pwrlist() : pwrlist
• pxdata : Sylvester< _Field >
• pxdeg() : Sylvester< _Field >