diff --git a/books/bookvol10.4.pamphlet b/books/bookvol10.4.pamphlet index 3cc4291..48a65ae 100644 --- a/books/bookvol10.4.pamphlet +++ b/books/bookvol10.4.pamphlet @@ -31,6 +31,15 @@ \newcommand{\pagefrom}[2]{% e.g. \pagefrom{name}{abb} \ \\${\bf\Leftarrow{}}${``#1''} (#2) \ref{#1} on page~\pageref{#1}} %% + +%% cross will put the category and function in the index +%% cross will leave the funcname so it can be put inline. +%% +\newcommand{\cross}[2]{% e.g. \pagefrom{cat}{funcname} +\index{#1!#2}% +\index{#2!#1}% +#2} + % special meanings for math characters \providecommand{\N}{\mbox{\bbold N}} \providecommand{\Natural}{\mbox{\bbold N}} @@ -265,6 +274,15 @@ in the bootstrap set. Thus, {\bf Exports:}\\ \begin{tabular}{lllll} +\cross{AF}{belong?} & +\cross{AF}{droot} & +\cross{AF}{definingPolynomial} & +\cross{AF}{inrootof} & +\cross{AF}{iroot} \\ +\cross{AF}{minPoly} & +\cross{AF}{operator} & +\cross{AF}{rootOf} & +\cross{AF}{?**?} & \end{tabular} <>= @@ -527,8 +545,7 @@ AlgebraicFunction(R, F): Exports == Implementation where \pagepic{ps/v104algebraichermiteintegration.ps}{INTHERAL}{1.00} {\bf Exports:}\\ -\begin{tabular}{lllll} -\end{tabular} +\cross{INTHERAL}{HermiteIntegrate} <>= )abbrev package INTHERAL AlgebraicHermiteIntegration @@ -616,7 +633,10 @@ AlgebraicHermiteIntegration(F,UP,UPUP,R):Exports == Implementation where \pagepic{ps/v104algebraicintegrate.ps}{INTALG}{1.00} {\bf Exports:}\\ -\begin{tabular}{lllll} +\begin{tabular}{lll} +\cross{INTALG}{algintegrate} & +\cross{INTALG}{palginfieldint} & +\cross{INTALG}{palgintegrate} \end{tabular} <>= @@ -932,8 +952,7 @@ AlgebraicIntegrate(R0, F, UP, UPUP, R): Exports == Implementation where \pagepic{ps/v104algebraicintegration.ps}{INTAF}{1.00} {\bf Exports:}\\ -\begin{tabular}{lllll} -\end{tabular} +\cross{INTAF}{algint} <>= )abbrev package INTAF AlgebraicIntegration @@ -1024,7 +1043,14 @@ AlgebraicIntegration(R, F): Exports == Implementation where \pagepic{ps/v104algebraicmanipulations.ps}{ALGMANIP}{1.00} {\bf Exports:}\\ -\begin{tabular}{lllll} +\begin{tabular}{llll} +\cross{ALGMANIP}{ratDenom} & +\cross{ALGMANIP}{ratPoly} & +\cross{ALGMANIP}{rootKerSimp} & +\cross{ALGMANIP}{rootPower} \\ +\cross{ALGMANIP}{rootProduct} & +\cross{ALGMANIP}{rootSimp} & +\cross{ALGMANIP}{rootSplit} & \end{tabular} <>= @@ -1244,8 +1270,7 @@ AlgebraicManipulations(R, F): Exports == Implementation where \pagepic{ps/v104algebraicmultfact.ps}{ALGMFACT}{1.00} {\bf Exports:}\\ -\begin{tabular}{lllll} -\end{tabular} +\cross{ALGMFACT}{factor} <>= )abbrev package ALGMFACT AlgebraicMultFact @@ -1314,6 +1339,24 @@ AlgebraicMultFact(OV,E,P) : C == T {\bf Exports:}\\ \begin{tabular}{lllll} +\cross{ALGPKG}{basis} & +\cross{ALGPKG}{basisOfCenter} & +\cross{ALGPKG}{basisOfCentroid} & +\cross{ALGPKG}{basisOfCommutingElements} & +\cross{ALGPKG}{basisOfLeftAnnihilator} \\ +\cross{ALGPKG}{basisOfLeftNucleus} & +\cross{ALGPKG}{basisOfLeftNucloid} & +\cross{ALGPKG}{basisOfMiddleNucleus} & +\cross{ALGPKG}{basisOfNucleus} & +\cross{ALGPKG}{basisOfRightAnnihilator} \\ +\cross{ALGPKG}{basisOfRightNucleus} & +\cross{ALGPKG}{basisOfRightNucloid} & +\cross{ALGPKG}{biRank} & +\cross{ALGPKG}{doubleRank} & +\cross{ALGPKG}{leftRank} \\ +\cross{ALGPKG}{radicalOfLeftTraceForm} & +\cross{ALGPKG}{rightRank} & +\cross{ALGPKG}{weakBiRank} && \end{tabular} <>= @@ -1792,7 +1835,10 @@ AlgebraPackage(R:IntegralDomain, A: FramedNonAssociativeAlgebra(R)): _ \pagepic{ps/v104algfactor.ps}{ALGFACT}{1.00} {\bf Exports:}\\ -\begin{tabular}{lllll} +\begin{tabular}{lll} +\cross{ALGFACT}{doublyTransitive?} & +\cross{ALGFACT}{factor} & +\cross{ALGFACT}{split} \end{tabular} <>= @@ -1910,7 +1956,9 @@ AlgFactor(UP): Exports == Implementation where \pagepic{ps/v104annanumericalintegrationpackage.ps}{INTPACK}{1.00} {\bf Exports:}\\ -\begin{tabular}{lllll} +\begin{tabular}{ll} +\cross{INTPACK}{integrate} & +\cross{INTPACK}{measure} \end{tabular} <>= @@ -2430,7 +2478,10 @@ AnnaNumericalIntegrationPackage(): with \pagepic{ps/v104annanumericaloptimizationpackage.ps}{OPTPACK}{1.00} {\bf Exports:}\\ -\begin{tabular}{lllll} +\begin{tabular}{lll} +\cross{OPTPACK}{goodnessOfFit} & +\cross{OPTPACK}{measure} & +\cross{OPTPACK}{optimize} \end{tabular} <>= @@ -2838,7 +2889,9 @@ AnnaNumericalOptimizationPackage(): with \pagepic{ps/v104annaordinarydifferentialequationpackage.ps}{ODEPACK}{1.00} {\bf Exports:}\\ -\begin{tabular}{lllll} +\begin{tabular}{ll} +\cross{ODEPACK}{measure} & +\cross{ODEPACK}{solve} \end{tabular} <>= @@ -3255,7 +3308,9 @@ AnnaOrdinaryDifferentialEquationPackage(): with \pagepic{ps/v104annapartialdifferentialequationpackage.ps}{PDEPACK}{1.00} {\bf Exports:}\\ -\begin{tabular}{lllll} +\begin{tabular}{ll} +\cross{PDEPACK}{measure} & +\cross{PDEPACK}{solve} \end{tabular} <>= @@ -3522,7 +3577,11 @@ AnnaPartialDifferentialEquationPackage(): with \pagepic{ps/v104anyfunctions1.ps}{ANY1}{1.00} {\bf Exports:}\\ -\begin{tabular}{lllll} +\begin{tabular}{llll} +\cross{ANY1}{coerce} & +\cross{ANY1}{retract} & +\cross{ANY1}{retractable?} & +\cross{ANY1}{retractIfCan} \end{tabular} <>= @@ -3586,7 +3645,9 @@ AnyFunctions1(S:Type): with \pagepic{ps/v104applyrules.ps}{APPRULE}{1.00} {\bf Exports:}\\ -\begin{tabular}{lllll} +\begin{tabular}{ll} +\cross{APPRULE}{applyRules} & +\cross{APPRULE}{localUnquote} \end{tabular} <>= @@ -3720,8 +3781,7 @@ ApplyRules(Base, R, F): Exports == Implementation where \pagepic{ps/v104applyunivariateskewpolynomial.ps}{APPLYORE}{1.00} {\bf Exports:}\\ -\begin{tabular}{lllll} -\end{tabular} +\cross{APPLYORE}{apply} <>= )abbrev package APPLYORE ApplyUnivariateSkewPolynomial @@ -3759,7 +3819,10 @@ ApplyUnivariateSkewPolynomial(R:Ring, M: LeftModule R, \pagepic{ps/v104associatedequations.ps}{ASSOCEQ}{1.00} {\bf Exports:}\\ -\begin{tabular}{lllll} +\begin{tabular}{lll} +\cross{ASSOCEQ}{associatedEquations} & +\cross{ASSOCEQ}{associatedSystem} & +\cross{ASSOCEQ}{uncouplingMatrices} \end{tabular} <>= @@ -3882,8 +3945,7 @@ AssociatedEquations(R, L):Exports == Implementation where \pagepic{ps/v104attachpredicates.ps}{PMPRED}{1.00} {\bf Exports:}\\ -\begin{tabular}{lllll} -\end{tabular} +\cross{PMPRED}{suchThat} <>= )abbrev package PMPRED AttachPredicates @@ -3924,7 +3986,10 @@ AttachPredicates(D:Type): Exports == Implementation where \pagepic{ps/v104axiomserver.ps}{AXSERV}{1.00} {\bf Exports:}\\ -\begin{tabular}{lllll} +\begin{tabular}{lll} +\cross{AXSERV}{multiServ} & +\cross{ASSOCEQ}{axServer} & +\cross{ASSOCEQ}{getDatabase} \end{tabular} <>= @@ -4626,8 +4691,7 @@ input. \pagepic{ps/v104balancedfactorisation.ps}{BALFACT}{1.00} {\bf Exports:}\\ -\begin{tabular}{lllll} -\end{tabular} +\cross{BALFACT}{balancedFactorisation} <>= )abbrev package BALFACT BalancedFactorisation @@ -4685,7 +4749,11 @@ BalancedFactorisation(R, UP): Exports == Implementation where \pagepic{ps/v104basicoperatorfunctions1.ps}{BOP1}{1.00} {\bf Exports:}\\ -\begin{tabular}{lllll} +\begin{tabular}{llll} +\cross{BOP1}{constantOpIfCan} & +\cross{BOP1}{constantOperator} & +\cross{BOP1}{derivative} & +\cross{BOP1}{evaluate} \end{tabular} <>= @@ -4819,7 +4887,11 @@ BasicOperatorFunctions1(A:SetCategory): Exports == Implementation where \pagepic{ps/v104bezoutmatrix.ps}{BEZOUT}{1.00} {\bf Exports:}\\ -\begin{tabular}{lllll} +\begin{tabular}{llll} +\cross{BEZOUT}{bezoutDiscriminant} & +\cross{BEZOUT}{bezoutMatrix} & +\cross{BEZOUT}{bezoutResultant} & +\cross{BEZOUT}{sylvesterMatrix} \end{tabular} <>= @@ -4985,8 +5057,7 @@ BezoutMatrix(R,UP,M,Row,Col): Exports == Implementation where \pagepic{ps/v104boundintegerroots.ps}{BOUNDZRO}{1.00} {\bf Exports:}\\ -\begin{tabular}{lllll} -\end{tabular} +\cross{BOUNDZRO}{integerBound} <>= )abbrev package BOUNDZRO BoundIntegerRoots @@ -5083,7 +5154,10 @@ BoundIntegerRoots(F, UP): Exports == Implementation where \pagepic{ps/v104brillharttests.ps}{BRILL}{1.00} {\bf Exports:}\\ -\begin{tabular}{lllll} +\begin{tabular}{lll} +\cross{BRILL}{noLinearFactor?} & +\cross{BEZOUT}{brillhartIrreducible?} & +\cross{BEZOUT}{brillhartTrials} \end{tabular} <>= @@ -5206,7 +5280,9 @@ BrillhartTests(UP): Exports == Implementation where \pagepic{ps/v104cartesiantensorfunctions2.ps}{CARTEN2}{1.00} {\bf Exports:}\\ -\begin{tabular}{lllll} +\begin{tabular}{ll} +\cross{CARTEN2}{map} & +\cross{CARTEN2}{reshape} \end{tabular} <>= @@ -5256,7 +5332,13 @@ CartesianTensorFunctions2(minix, dim, S, T): CTPcat == CTPdef where \pagepic{ps/v104changeofvariable.ps}{CHVAR}{1.00} {\bf Exports:}\\ -\begin{tabular}{lllll} +\begin{tabular}{llll} +\cross{CHVAR}{chvar} & +\cross{CHVAR}{eval} & +\cross{CHVAR}{goodPoint} & +\cross{CHVAR}{mkIntegral} \\ +\cross{CHVAR}{radPoly} & +\cross{CHVAR}{rootPoly} && \end{tabular} <>= @@ -5401,8 +5483,7 @@ ChangeOfVariable(F, UP, UPUP): Exports == Implementation where \pagepic{ps/v104characteristicpolynomialinmonogenicalalgebra.ps}{CPIMA}{1.00} {\bf Exports:}\\ -\begin{tabular}{lllll} -\end{tabular} +\cross{CPIMA}{characteristicPolynomial} <>= )abbrev package CPIMA CharacteristicPolynomialInMonogenicalAlgebra @@ -5452,8 +5533,7 @@ CharacteristicPolynomialInMonogenicalAlgebra(R : CommutativeRing, \pagepic{ps/v104characteristicpolynomialpackage.ps}{CHARPOL}{1.00} {\bf Exports:}\\ -\begin{tabular}{lllll} -\end{tabular} +\cross{CHARPOL}{characteristicPolynomial} <>= )abbrev package CHARPOL CharacteristicPolynomialPackage @@ -5504,7 +5584,10 @@ CharacteristicPolynomialPackage(R:CommutativeRing):C == T where \pagepic{ps/v104chineseremaindertoolsforintegralbases.ps}{IBACHIN}{1.00} {\bf Exports:}\\ -\begin{tabular}{lllll} +\begin{tabular}{lll} +\cross{IBACHIN}{chineseRemainder} & +\cross{IBACHIN}{factorList} & +\cross{IBACHIN}{listConjugateBases} \end{tabular} <>= @@ -5695,7 +5778,9 @@ ChineseRemainderToolsForIntegralBases(K,R,UP): Exports == Implementation where \pagepic{ps/v104coercevectormatrixpackage.ps}{CVMP}{1.00} {\bf Exports:}\\ -\begin{tabular}{lllll} +\begin{tabular}{ll} +\cross{CVMP}{coerce} & +\cross{CVMP}{coerceP} \end{tabular} <>= @@ -5765,6 +5850,24 @@ CoerceVectorMatrixPackage(R : CommutativeRing): public == private where {\bf Exports:}\\ \begin{tabular}{lllll} +\cross{COMBF}{belong?} & +\cross{COMBF}{binomial} & +\cross{COMBF}{factorial} & +\cross{COMBF}{factorials} & +\cross{COMBF}{iibinom} \\ +\cross{COMBF}{iidprod} & +\cross{COMBF}{iidsum} & +\cross{COMBF}{iifact} & +\cross{COMBF}{iiperm} & +\cross{COMBF}{iipow} \\ +\cross{COMBF}{ipow} & +\cross{COMBF}{permutation} & +\cross{COMBF}{product} & +\cross{COMBF}{summation} & +\cross{COMBF}{operator} \\ +\cross{COMBF}{product} & +\cross{COMBF}{summation} & +\cross{COMBF}{?**?} && \end{tabular} <>= @@ -6405,7 +6508,10 @@ equality. \pagepic{ps/v104commondenominator.ps}{CDEN}{1.00} {\bf Exports:}\\ -\begin{tabular}{lllll} +\begin{tabular}{lll} +\cross{CDEN}{clearDenominator} & +\cross{COMBF}{commonDenominator} & +\cross{COMBF}{splitDenominator} \end{tabular} <>= @@ -6465,8 +6571,7 @@ CommonDenominator(R, Q, A): Exports == Implementation where \pagepic{ps/v104commonoperators.ps}{COMMONOP}{1.00} {\bf Exports:}\\ -\begin{tabular}{lllll} -\end{tabular} +\cross{COMMONOP}{operator} <>= )abbrev package COMMONOP CommonOperators @@ -6663,8 +6768,7 @@ CommonOperators(): Exports == Implementation where \pagepic{ps/v104commuteunivariatepolynomialcategory.ps}{COMMUPC}{1.00} {\bf Exports:}\\ -\begin{tabular}{lllll} -\end{tabular} +\cross{COMMUPC}{swap} <>= )abbrev package COMMUPC CommuteUnivariatePolynomialCategory @@ -6724,8 +6828,7 @@ CommuteUnivariatePolynomialCategory(R, UP, UPUP): Exports == Impl where \pagepic{ps/v104complexfactorization.ps}{COMPFACT}{1.00} {\bf Exports:}\\ -\begin{tabular}{lllll} -\end{tabular} +\cross{COMPFACT}{factor} <>= )abbrev package COMPFACT ComplexFactorization @@ -6827,8 +6930,7 @@ ComplexFactorization(RR,PR) : C == T where \pagepic{ps/v104complexfunctions2.ps}{COMPLEX2}{1.00} {\bf Exports:}\\ -\begin{tabular}{lllll} -\end{tabular} +\cross{COMPLEX2}{map} <>= )abbrev package COMPLEX2 ComplexFunctions2 @@ -6863,8 +6965,7 @@ ComplexFunctions2(R:CommutativeRing, S:CommutativeRing): with \pagepic{ps/v104complexintegersolvelinearpolynomialequation.ps}{CINTSLPE}{1.00} {\bf Exports:}\\ -\begin{tabular}{lllll} -\end{tabular} +\cross{CINTSLPE}{solveLinearPolynomialEquation} <>= )abbrev package CINTSLPE ComplexIntegerSolveLinearPolynomialEquation @@ -6928,8 +7029,7 @@ ComplexIntegerSolveLinearPolynomialEquation(R,CR): C == T \pagepic{ps/v104complexpattern.ps}{COMPLPAT}{1.00} {\bf Exports:}\\ -\begin{tabular}{lllll} -\end{tabular} +\cross{COMPLPAT}{convert} <>= )abbrev package COMPLPAT ComplexPattern @@ -6973,8 +7073,7 @@ ComplexPattern(R, S, CS) : C == T where \pagepic{ps/v104complexpatternmatch.ps}{CPMATCH}{1.00} {\bf Exports:}\\ -\begin{tabular}{lllll} -\end{tabular} +\cross{CPMATCH}{patternMatch} <>= )abbrev package CPMATCH ComplexPatternMatch @@ -7040,6 +7139,17 @@ ComplexPatternMatch(R, S, CS) : C == T where {\bf Exports:}\\ \begin{tabular}{lllll} +\cross{CRFP}{complexZeros} & +\cross{CRFP}{divisorCascade} & +\cross{CRFP}{factor} & +\cross{CRFP}{graeffe} & +\cross{CRFP}{norm} \\ +\cross{CRFP}{pleskenSplit} & +\cross{CRFP}{reciprocalPolynomial} & +\cross{CRFP}{rootRadius} & +\cross{CRFP}{schwerpunkt} & +\cross{CRFP}{setErrorBound} \\ +\cross{CRFP}{startPolynomial} &&&& \end{tabular} <>= @@ -7642,8 +7752,7 @@ ComplexRootFindingPackage(R, UP): public == private where \pagepic{ps/v104complexrootpackage.ps}{CMPLXRT}{1.00} {\bf Exports:}\\ -\begin{tabular}{lllll} -\end{tabular} +\cross{CMPLXRT}{complexZeros} <>= )abbrev package CMPLXRT ComplexRootPackage @@ -7718,7 +7827,13 @@ ComplexRootPackage(UP,Par) : T == C where \pagepic{ps/v104complextrigonometricmanipulations.ps}{CTRIGMNP}{1.00} {\bf Exports:}\\ -\begin{tabular}{lllll} +\begin{tabular}{llll} +\cross{CTRIGMNP}{complexElementary} & +\cross{CTRIGMNP}{complexForm} & +\cross{CTRIGMNP}{complexNormalize} & +\cross{CTRIGMNP}{imag} \\ +\cross{CTRIGMNP}{real} & +\cross{CTRIGMNP}{trigs} && \end{tabular} <>= @@ -7841,8 +7956,7 @@ ComplexTrigonometricManipulations(R, F): Exports == Implementation where \pagepic{ps/v104constantlode.ps}{ODECONST}{1.00} {\bf Exports:}\\ -\begin{tabular}{lllll} -\end{tabular} +\cross{ODECONST}{constDsolve} <>= )abbrev package ODECONST ConstantLODE @@ -7938,6 +8052,21 @@ ConstantLODE(R, F, L): Exports == Implementation where {\bf Exports:}\\ \begin{tabular}{lllll} +\cross{COORDSYS}{bipolar} & +\cross{COORDSYS}{bipolarCylindrical} & +\cross{COORDSYS}{cartesian} & +\cross{COORDSYS}{conical} & +\cross{COORDSYS}{cylindrical} \\ +\cross{COORDSYS}{elliptic} & +\cross{COORDSYS}{ellipticCylindrical} & +\cross{COORDSYS}{oblateSpheroidal} & +\cross{COORDSYS}{parabolic} & +\cross{COORDSYS}{parabolicCylindrical} \\ +\cross{COORDSYS}{paraboloidal} & +\cross{COORDSYS}{polar} & +\cross{COORDSYS}{prolateSpheroidal} & +\cross{COORDSYS}{spherical} & +\cross{COORDSYS}{toroidal} \end{tabular} <>= @@ -8137,7 +8266,10 @@ CoordinateSystems(R): Exports == Implementation where \pagepic{ps/v104crapackage.ps}{CRAPACK}{1.00} {\bf Exports:}\\ -\begin{tabular}{lllll} +\begin{tabular}{lll} +\cross{CRAPACK}{modTree} & +\cross{CRAPACK}{chineseRemainder} & +\cross{CRAPACK}{multiEuclideanTree} \end{tabular} <>= @@ -9136,6 +9268,19 @@ o )show CycleIndicators {\bf Exports:}\\ \begin{tabular}{lllll} +\cross{CYCLES}{alternating} & +\cross{CYCLES}{cap} & +\cross{CYCLES}{complete} & +\cross{CYCLES}{cup} & +\cross{CYCLES}{cyclic} \\ +\cross{CYCLES}{dihedral} & +\cross{CYCLES}{elementary} & +\cross{CYCLES}{eval} & +\cross{CYCLES}{graphs} & +\cross{CYCLES}{powerSum} \\ +\cross{CYCLES}{SFunction} & +\cross{CYCLES}{skewSFunction} & +\cross{CYCLES}{wreath} && \end{tabular} <>= @@ -9372,7 +9517,10 @@ CycleIndicators: Exports == Implementation where \pagepic{ps/v104cyclicstreamtools.ps}{CSTTOOLS}{1.00} {\bf Exports:}\\ -\begin{tabular}{lllll} +\begin{tabular}{lll} +\cross{CSTTOOLS}{computeCycleEntry} & +\cross{CSTTOOLS}{computeCycleLength} & +\cross{CSTTOOLS}{cycleElt} \end{tabular} <>= @@ -9454,7 +9602,10 @@ CyclicStreamTools(S,ST): Exports == Implementation where \pagepic{ps/v104cyclotomicpolynomialpackage.ps}{CYCLOTOM}{1.00} {\bf Exports:}\\ -\begin{tabular}{lllll} +\begin{tabular}{lll} +\cross{CYCLOTOM}{cyclotomic} & +\cross{CYCLOTOM}{cyclotomicDecomposition} & +\cross{CYCLOTOM}{cyclotomicFactorization} \end{tabular} <>= @@ -9525,7 +9676,10 @@ CyclotomicPolynomialPackage: public == private where \pagepic{ps/v104definiteintegrationtools.ps}{DFINTTLS}{1.00} {\bf Exports:}\\ -\begin{tabular}{lllll} +\begin{tabular}{lll} +\cross{DFINTTLS}{ignore?} & +\cross{DFINTTLS}{checkForZero} & +\cross{DFINTTLS}{computeInt} \end{tabular} <>= @@ -9789,7 +9943,9 @@ DefiniteIntegrationTools(R, F): Exports == Implementation where \pagepic{ps/v104degreereductionpackage.ps}{DEGRED}{1.00} {\bf Exports:}\\ -\begin{tabular}{lllll} +\begin{tabular}{ll} +\cross{DEGRED}{expand} & +\cross{DEGRED}{reduce} \end{tabular} <>= @@ -9850,8 +10006,7 @@ DegreeReductionPackage(R1, R2): Cat == Capsule where \pagepic{ps/v104diophantinesolutionpackage.ps}{DIOSP}{1.00} {\bf Exports:}\\ -\begin{tabular}{lllll} -\end{tabular} +\cross{DIOSP}{dioSolve} <>= )abbrev package DIOSP DiophantineSolutionPackage @@ -10042,7 +10197,10 @@ DiophantineSolutionPackage(): Cat == Capsule where \pagepic{ps/v104directproductfunctions2.ps}{DIRPROD2}{1.00} {\bf Exports:}\\ -\begin{tabular}{lllll} +\begin{tabular}{lll} +\cross{DIRPROD2}{map} & +\cross{DIRPROD2}{reduce} & +\cross{DIRPROD2}{scan} \end{tabular} <>= @@ -10105,8 +10263,7 @@ DirectProductFunctions2(dim, A, B): Exports == Implementation where \pagepic{ps/v104discretelogarithmpackage.ps}{DLP}{1.00} {\bf Exports:}\\ -\begin{tabular}{lllll} -\end{tabular} +\cross{DLP}{shanksDiscLogAlgorithm} <>= )abbrev package DLP DiscreteLogarithmPackage @@ -10201,7 +10358,13 @@ DiscreteLogarithmPackage(M): public == private where \pagepic{ps/v104displaypackage.ps}{DISPLAY}{1.00} {\bf Exports:}\\ -\begin{tabular}{lllll} +\begin{tabular}{llllll} +\cross{DISPLAY}{bright} & +\cross{DISPLAY}{center} & +\cross{DISPLAY}{copies} & +\cross{DISPLAY}{newLine} & +\cross{DISPLAY}{say} & +\cross{DISPLAY}{sayLength} \end{tabular} <>= @@ -10334,6 +10497,15 @@ DisplayPackage: public == private where {\bf Exports:}\\ \begin{tabular}{lllll} +\cross{DDFACT}{distdfact} & +\cross{DDFACT}{exptMod} & +\cross{DDFACT}{factor} & +\cross{DDFACT}{factorSquareFree} & +\cross{DDFACT}{irreducible?} \\ +\cross{DDFACT}{separateDegrees} & +\cross{DDFACT}{separateFactors} & +\cross{DDFACT}{trace2PowMod} & +\cross{DDFACT}{tracePowMod} & \end{tabular} <>= @@ -10601,6 +10773,27 @@ DistinctDegreeFactorize(F,FP): C == T {\bf Exports:}\\ \begin{tabular}{lllll} +\cross{DFSFUN}{airyAi} & +\cross{DFSFUN}{airyBi} & +\cross{DFSFUN}{besselI} & +\cross{DFSFUN}{besselJ} & +\cross{DFSFUN}{besselK} \\ +\cross{DFSFUN}{besselY} & +\cross{DFSFUN}{Beta} & +\cross{DFSFUN}{digamma} & +\cross{DFSFUN}{E1} & +\cross{DFSFUN}{Ei} \\ +\cross{DFSFUN}{Ei1} & +\cross{DFSFUN}{Ei2} & +\cross{DFSFUN}{Ei3} & +\cross{DFSFUN}{Ei4} & +\cross{DFSFUN}{Ei5} \\ +\cross{DFSFUN}{Ei6} & +\cross{DFSFUN}{En} & +\cross{DFSFUN}{Gamma} & +\cross{DFSFUN}{hypergeometric0F1} & +\cross{DFSFUN}{logGamma} \\ +\cross{DFSFUN}{polygamma} &&&& \end{tabular} <>= @@ -12722,8 +12915,7 @@ $\infty$ & -1.000 & 0.100000000 0000000000 00000000001 E 01\\ \pagepic{ps/v104doubleresultantpackage.ps}{DBLRESP}{1.00} {\bf Exports:}\\ -\begin{tabular}{lllll} -\end{tabular} +\cross{DBLRESP}{doubleResultant} <>= )abbrev package DBLRESP DoubleResultantPackage @@ -12790,6 +12982,11 @@ DoubleResultantPackage(F, UP, UPUP, R): Exports == Implementation where {\bf Exports:}\\ \begin{tabular}{lllll} +\cross{DRAWCX}{setImagSteps} & +\cross{DRAWCX}{setRealSteps} & +\cross{DRAWCX}{drawComplex} & +\cross{DRAWCX}{drawComplexVectorField} & +\cross{DRAWCX}{setClipValue} \end{tabular} <>= @@ -12978,8 +13175,7 @@ DrawComplex(): Exports == Implementation where \pagepic{ps/v104drawnumerichack.ps}{DRAWHACK}{1.00} {\bf Exports:}\\ -\begin{tabular}{lllll} -\end{tabular} +\cross{DRAWHACK}{coerce} <>= )abbrev package DRAWHACK DrawNumericHack @@ -13023,6 +13219,22 @@ DrawNumericHack(R:Join(OrderedSet,IntegralDomain,ConvertibleTo Float)): {\bf Exports:}\\ \begin{tabular}{lllll} +\cross{DROPT0}{adaptive} & +\cross{DROPT0}{clipBoolean} & +\cross{DROPT0}{coord} & +\cross{DROPT0}{curveColorPalette} & +\cross{DROPT0}{pointColorPalette} \\ +\cross{DROPT0}{ranges} & +\cross{DROPT0}{space} & +\cross{DROPT0}{style} & +\cross{DROPT0}{title} & +\cross{DROPT0}{toScale} \\ +\cross{DROPT0}{tubePoints} & +\cross{DROPT0}{tubeRadius} & +\cross{DROPT0}{units} & +\cross{DROPT0}{var1Steps} & +\cross{DROPT0}{var2Steps} \\ +\cross{DROPT0}{viewpoint} & \end{tabular} <>= @@ -13204,8 +13416,7 @@ DrawOptionFunctions0(): Exports == Implementation where \pagepic{ps/v104drawoptionfunctions1.ps}{DROPT1}{1.00} {\bf Exports:}\\ -\begin{tabular}{lllll} -\end{tabular} +\cross{DROPT1}{option} <>= )abbrev package DROPT1 DrawOptionFunctions1 @@ -13244,6 +13455,18 @@ DrawOptionFunctions1(S:Type): Exports == Implementation where {\bf Exports:}\\ \begin{tabular}{lllll} +\cross{D01AGNT}{changeName} & +\cross{D01AGNT}{commaSeparate} & +\cross{D01AGNT}{df2st} & +\cross{D01AGNT}{functionIsContinuousAtEndPoints} & +\cross{D01AGNT}{functionIsOscillatory} \\ +\cross{D01AGNT}{gethi} & +\cross{D01AGNT}{getlo} & +\cross{D01AGNT}{ldf2lst} & +\cross{D01AGNT}{problemPoints} & +\cross{D01AGNT}{rangeIsFinite} \\ +\cross{D01AGNT}{sdf2lst} & +\cross{D01AGNT}{singularitiesOf} &&& \end{tabular} <>= @@ -13535,7 +13758,10 @@ d01AgentsPackage(): E == I where \pagepic{ps/v104d01weightspackage.ps}{D01WGTS}{1.00} {\bf Exports:}\\ -\begin{tabular}{lllll} +\begin{tabular}{lll} +\cross{D01WGTS}{exprHasAlgebraicWeight} & +\cross{D01WGTS}{exprHasLogarithmicWeights} & +\cross{D01WGTS}{exprHasWeightCosWXorSinWX} \end{tabular} <>= @@ -13807,6 +14033,16 @@ d01WeightsPackage(): E == I where {\bf Exports:}\\ \begin{tabular}{lllll} +\cross{D02AGNT}{accuracyIF} & +\cross{D02AGNT}{combineFeatureCompatibility} & +\cross{D02AGNT}{eval} & +\cross{D02AGNT}{expenseOfEvaluationIF} & +\cross{D02AGNT}{intermediateResultsIF} \\ +\cross{D02AGNT}{jacobian} & +\cross{D02AGNT}{sparsityIF} & +\cross{D02AGNT}{stiffnessAndStabilityFactor} & +\cross{D02AGNT}{stiffnessAndStabilityOfODEIF} & +\cross{D02AGNT}{systemSizeIF} \end{tabular} <>= @@ -14110,7 +14346,11 @@ d02AgentsPackage(): E == I where \pagepic{ps/v104d03agentspackage.ps}{D03AGNT}{1.00} {\bf Exports:}\\ -\begin{tabular}{lllll} +\begin{tabular}{llll} +\cross{D03AGNT}{central?} & +\cross{D03AGNT}{elliptic?} & +\cross{D03AGNT}{subscriptedVariables} & +\cross{D03AGNT}{varList} \end{tabular} <>= @@ -14219,7 +14459,13 @@ d03AgentsPackage(): E == I where \pagepic{ps/v104eigenpackage.ps}{EP}{1.00} {\bf Exports:}\\ -\begin{tabular}{lllll} +\begin{tabular}{llllll} +\cross{EP}{characteristicPolynomial} & +\cross{EP}{eigenvalues} & +\cross{EP}{eigenvector} & +\cross{EP}{eigenvectors} & +\cross{EP}{generalizedEigenvector} & +\cross{EP}{generalizedEigenvectors} \end{tabular} <>= @@ -14481,6 +14727,65 @@ EigenPackage(R) : C == T {\bf Exports:}\\ \begin{tabular}{lllll} +\cross{EF}{acos} & +\cross{EF}{acosh} & +\cross{EF}{acot} & +\cross{EF}{acoth} & +\cross{EF}{acsc} \\ +\cross{EF}{acsch} & +\cross{EF}{asec} & +\cross{EF}{asech} & +\cross{EF}{asin} & +\cross{EF}{asinh} \\ +\cross{EF}{atan} & +\cross{EF}{atanh} & +\cross{EF}{belong?} & +\cross{EF}{cos} & +\cross{EF}{cosh} \\ +\cross{EF}{cot} & +\cross{EF}{coth} & +\cross{EF}{csc} & +\cross{EF}{csch} & +\cross{EF}{exp} \\ +\cross{EF}{iiacos} & +\cross{EF}{iiacosh} & +\cross{EF}{iiacot} & +\cross{EF}{iiacoth} & +\cross{EF}{iiacsc} \\ +\cross{EF}{iiacsch} & +\cross{EF}{iiasec} & +\cross{EF}{iiasech} & +\cross{EF}{iiasin} & +\cross{EF}{iiasinh} \\ +\cross{EF}{iiatan} & +\cross{EF}{iiatanh} & +\cross{EF}{iicos} & +\cross{EF}{iicosh} & +\cross{EF}{iicot} \\ +\cross{EF}{iicoth} & +\cross{EF}{iicsc} & +\cross{EF}{iicsch} & +\cross{EF}{iiexp} & +\cross{EF}{iilog} \\ +\cross{EF}{iisec} & +\cross{EF}{iisech} & +\cross{EF}{iisin} & +\cross{EF}{iisinh} & +\cross{EF}{iisqrt2} \\ +\cross{EF}{iisqrt3} & +\cross{EF}{iitan} & +\cross{EF}{iitanh} & +\cross{EF}{localReal?} & +\cross{EF}{log} \\ +\cross{EF}{operator} & +\cross{EF}{pi} & +\cross{EF}{sec} & +\cross{EF}{sech} & +\cross{EF}{sin} \\ +\cross{EF}{sinh} & +\cross{EF}{specialTrigs} & +\cross{EF}{tan} & +\cross{EF}{tanh} & \end{tabular} <>= @@ -15350,7 +15655,10 @@ ElementaryFunction(R, F): Exports == Implementation where \pagepic{ps/v104elementaryfunctiondefiniteintegration.ps}{DEFINTEF}{1.00} {\bf Exports:}\\ -\begin{tabular}{lllll} +\begin{tabular}{lll} +\cross{DEFINTEF}{innerint} & +\cross{DEFINTEF}{integrate} & +\cross{DEFINTEF}{integrate} \end{tabular} <>= @@ -15577,8 +15885,7 @@ ElementaryFunctionDefiniteIntegration(R, F): Exports == Implementation where \pagepic{ps/v104elementaryfunctionlodesolver.ps}{LODEEF}{1.00} {\bf Exports:}\\ -\begin{tabular}{lllll} -\end{tabular} +\cross{LODEEF}{solve} <>= )abbrev package LODEEF ElementaryFunctionLODESolver @@ -15846,8 +16153,7 @@ ElementaryFunctionLODESolver(R, F, L): Exports == Implementation where \pagepic{ps/v104elementaryfunctionodesolver.ps}{ODEEF}{1.00} {\bf Exports:}\\ -\begin{tabular}{lllll} -\end{tabular} +\cross{ODEEF}{solve} <>= )abbrev package ODEEF ElementaryFunctionODESolver @@ -16123,8 +16429,7 @@ ElementaryFunctionODESolver(R, F): Exports == Implementation where \pagepic{ps/v104elementaryfunctionsign.ps}{SIGNEF}{1.00} {\bf Exports:}\\ -\begin{tabular}{lllll} -\end{tabular} +\cross{SIGNEF}{sign} <>= )abbrev package SIGNEF ElementaryFunctionSign @@ -16328,7 +16633,13 @@ ElementaryFunctionSign(R,F): Exports == Implementation where \pagepic{ps/v104elementaryfunctionstructurepackage.ps}{EFSTRUC}{1.00} {\bf Exports:}\\ -\begin{tabular}{lllll} +\begin{tabular}{llllll} +\cross{EFSTRUC}{normalize} & +\cross{EFSTRUC}{realElementary} & +\cross{EFSTRUC}{rootNormalize} & +\cross{EFSTRUC}{rischNormalize} & +\cross{EFSTRUC}{tanQ} & +\cross{EFSTRUC}{validExponential} \end{tabular} <>= @@ -16740,6 +17051,60 @@ ElementaryFunctionStructurePackage(R,F): Exports == Implementation where {\bf Exports:}\\ \begin{tabular}{lllll} +\cross{EFULS}{acos} & +\cross{EFULS}{acosIfCan} & +\cross{EFULS}{acosh} & +\cross{EFULS}{acoshIfCan} & +\cross{EFULS}{acot} \\ +\cross{EFULS}{acotIfCan} & +\cross{EFULS}{acoth} & +\cross{EFULS}{acothIfCan} & +\cross{EFULS}{acsc} & +\cross{EFULS}{acscIfCan} \\ +\cross{EFULS}{acsch} & +\cross{EFULS}{acschIfCan} & +\cross{EFULS}{asec} & +\cross{EFULS}{asecIfCan} & +\cross{EFULS}{asech} \\ +\cross{EFULS}{asechIfCan} & +\cross{EFULS}{asin} & +\cross{EFULS}{asinIfCan} & +\cross{EFULS}{asinh} & +\cross{EFULS}{asinhIfCan} \\ +\cross{EFULS}{atan} & +\cross{EFULS}{atanIfCan} & +\cross{EFULS}{atanh} & +\cross{EFULS}{atanhIfCan} & +\cross{EFULS}{cos} \\ +\cross{EFULS}{cosIfCan} & +\cross{EFULS}{cosh} & +\cross{EFULS}{coshIfCan} & +\cross{EFULS}{cot} & +\cross{EFULS}{cotIfCan} \\ +\cross{EFULS}{coth} & +\cross{EFULS}{cothIfCan} & +\cross{EFULS}{csc} & +\cross{EFULS}{cscIfCan} & +\cross{EFULS}{csch} \\ +\cross{EFULS}{cschIfCan} & +\cross{EFULS}{exp} & +\cross{EFULS}{expIfCan} & +\cross{EFULS}{log} & +\cross{EFULS}{logIfCan} \\ +\cross{EFULS}{nthRootIfCan} & +\cross{EFULS}{sec} & +\cross{EFULS}{secIfCan} & +\cross{EFULS}{sech} & +\cross{EFULS}{sechIfCan} \\ +\cross{EFULS}{sin} & +\cross{EFULS}{sinIfCan} & +\cross{EFULS}{sinh} & +\cross{EFULS}{sinhIfCan} & +\cross{EFULS}{tan} \\ +\cross{EFULS}{tanIfCan} & +\cross{EFULS}{tanh} & +\cross{EFULS}{tanhIfCan} & +\cross{EFULS}{?**?} & \end{tabular} <>= @@ -17100,6 +17465,60 @@ ElementaryFunctionsUnivariateLaurentSeries(Coef,UTS,ULS):_ {\bf Exports:}\\ \begin{tabular}{lllll} +\cross{EFUPXS}{acos} & +\cross{EFUPXS}{acosIfCan} & +\cross{EFUPXS}{acosh} & +\cross{EFUPXS}{acoshIfCan} & +\cross{EFUPXS}{acot} \\ +\cross{EFUPXS}{acotIfCan} & +\cross{EFUPXS}{acoth} & +\cross{EFUPXS}{acothIfCan} & +\cross{EFUPXS}{acsc} & +\cross{EFUPXS}{acscIfCan} \\ +\cross{EFUPXS}{acsch} & +\cross{EFUPXS}{acschIfCan} & +\cross{EFUPXS}{asec} & +\cross{EFUPXS}{asecIfCan} & +\cross{EFUPXS}{asech} \\ +\cross{EFUPXS}{asechIfCan} & +\cross{EFUPXS}{asin} & +\cross{EFUPXS}{asinIfCan} & +\cross{EFUPXS}{asinh} & +\cross{EFUPXS}{asinhIfCan} \\ +\cross{EFUPXS}{atan} & +\cross{EFUPXS}{atanIfCan} & +\cross{EFUPXS}{atanh} & +\cross{EFUPXS}{atanhIfCan} & +\cross{EFUPXS}{cos} \\ +\cross{EFUPXS}{cosIfCan} & +\cross{EFUPXS}{cosh} & +\cross{EFUPXS}{coshIfCan} & +\cross{EFUPXS}{cot} & +\cross{EFUPXS}{cotIfCan} \\ +\cross{EFUPXS}{coth} & +\cross{EFUPXS}{cothIfCan} & +\cross{EFUPXS}{csc} & +\cross{EFUPXS}{cscIfCan} & +\cross{EFUPXS}{csch} \\ +\cross{EFUPXS}{cschIfCan} & +\cross{EFUPXS}{exp} & +\cross{EFUPXS}{expIfCan} & +\cross{EFUPXS}{log} & +\cross{EFUPXS}{logIfCan} \\ +\cross{EFUPXS}{nthRootIfCan} & +\cross{EFUPXS}{sec} & +\cross{EFUPXS}{secIfCan} & +\cross{EFUPXS}{sech} & +\cross{EFUPXS}{sechIfCan} \\ +\cross{EFUPXS}{sin} & +\cross{EFUPXS}{sinIfCan} & +\cross{EFUPXS}{sinh} & +\cross{EFUPXS}{sinhIfCan} & +\cross{EFUPXS}{tan} \\ +\cross{EFUPXS}{tanIfCan} & +\cross{EFUPXS}{tanh} & +\cross{EFUPXS}{tanhIfCan} & +\cross{EFUPXS}{?**?} & \end{tabular} <>= @@ -17375,6 +17794,11 @@ ElementaryFunctionsUnivariatePuiseuxSeries(Coef,ULS,UPXS,EFULS):_ {\bf Exports:}\\ \begin{tabular}{lllll} +\cross{INTEF}{lfextendedint} & +\cross{INTEF}{lfextlimint} & +\cross{INTEF}{lfinfieldint} & +\cross{INTEF}{lfintegrate} & +\cross{INTEF}{lflimitedint} \end{tabular} <>= @@ -17772,8 +18196,7 @@ See the above discussion for why this causes an infinite loop. \pagepic{ps/v104elementaryrischde.ps}{RDEEF}{1.00} {\bf Exports:}\\ -\begin{tabular}{lllll} -\end{tabular} +\cross{RDEEF}{rischDE} <>= )abbrev package RDEEF ElementaryRischDE @@ -18159,8 +18582,7 @@ ElementaryRischDE(R, F): Exports == Implementation where \pagepic{ps/v104elementaryrischdesystem.ps}{RDEEFS}{1.00} {\bf Exports:}\\ -\begin{tabular}{lllll} -\end{tabular} +\cross{RDEEFS}{rischDEsys} <>= )abbrev package RDEEFS ElementaryRischDESystem @@ -18268,7 +18690,11 @@ ElementaryRischDESystem(R, F): Exports == Implementation where \pagepic{ps/v104ellipticfunctionsunivariatetaylorseries.ps}{ELFUTS}{1.00} {\bf Exports:}\\ -\begin{tabular}{lllll} +\begin{tabular}{llll} +\cross{ELFUTS}{cn} & +\cross{ELFUTS}{dn} & +\cross{ELFUTS}{sn} & +\cross{ELFUTS}{sncndn} \end{tabular} <>= @@ -18338,8 +18764,7 @@ EllipticFunctionsUnivariateTaylorSeries(Coef,UTS): \pagepic{ps/v104equationfunctions2.ps}{EQ2}{1.00} {\bf Exports:}\\ -\begin{tabular}{lllll} -\end{tabular} +\cross{EQ2}{map} <>= )abbrev package EQ2 EquationFunctions2 @@ -18374,8 +18799,7 @@ EquationFunctions2(S: Type, R: Type): with \pagepic{ps/v104errorfunctions.ps}{ERROR}{1.00} {\bf Exports:}\\ -\begin{tabular}{lllll} -\end{tabular} +\cross{ERROR}{error} <>= )abbrev package ERROR ErrorFunctions @@ -19595,7 +20019,9 @@ o )show GroebnerPackage \pagepic{ps/v104euclideangroebnerbasispackage.ps}{GBEUCLID}{1.00} {\bf Exports:}\\ -\begin{tabular}{lllll} +\begin{tabular}{ll} +\cross{GBEUCLID}{euclideanGroebner} & +\cross{GBEUCLID}{euclideanNormalForm} \end{tabular} <>= @@ -20138,8 +20564,7 @@ EuclideanGroebnerBasisPackage(Dom, Expon, VarSet, Dpol): T == C where \pagepic{ps/v104evaluatecycleindicators.ps}{EVALCYC}{1.00} {\bf Exports:}\\ -\begin{tabular}{lllll} -\end{tabular} +\cross{EVALCYC}{eval} <>= )abbrev package EVALCYC EvaluateCycleIndicators @@ -20198,6 +20623,17 @@ EvaluateCycleIndicators(F):T==C where {\bf Exports:}\\ \begin{tabular}{lllll} +\cross{ESCONT}{df2st} & +\cross{ESCONT}{functionIsFracPolynomial?} & +\cross{ESCONT}{gethi} & +\cross{ESCONT}{getlo} & +\cross{ESCONT}{ldf2lst} \\ +\cross{ESCONT}{polynomialZeros} & +\cross{ESCONT}{problemPoints} & +\cross{ESCONT}{sdf2lst} & +\cross{ESCONT}{singularitiesOf} & +\cross{ESCONT}{singularitiesOf} \\ +\cross{ESCONT}{zerosOf} & \end{tabular} <>= @@ -20465,8 +20901,7 @@ ExpertSystemContinuityPackage(): E == I where \pagepic{ps/v104expertsystemcontinuitypackage1.ps}{ESCONT1}{1.00} {\bf Exports:}\\ -\begin{tabular}{lllll} -\end{tabular} +\cross{ESCONT1}{in?} <>= )abbrev package ESCONT1 ExpertSystemContinuityPackage1 @@ -20528,6 +20963,42 @@ ExpertSystemContinuityPackage1(A:DF,B:DF): E == I where {\bf Exports:}\\ \begin{tabular}{lllll} +\cross{ESTOOLS}{att2Result} & +\cross{ESTOOLS}{concat} & +\cross{ESTOOLS}{convert} & +\cross{ESTOOLS}{dflist} & +\cross{ESTOOLS}{dfRange} \\ +\cross{ESTOOLS}{df2ef} & +\cross{ESTOOLS}{df2fi} & +\cross{ESTOOLS}{df2mf} & +\cross{ESTOOLS}{df2st} & +\cross{ESTOOLS}{edf2df} \\ +\cross{ESTOOLS}{edf2ef} & +\cross{ESTOOLS}{edf2efi} & +\cross{ESTOOLS}{edf2fi} & +\cross{ESTOOLS}{ef2edf} & +\cross{ESTOOLS}{expenseOfEvaluation} \\ +\cross{ESTOOLS}{fi2df} & +\cross{ESTOOLS}{f2df} & +\cross{ESTOOLS}{f2st} & +\cross{ESTOOLS}{gethi} & +\cross{ESTOOLS}{getlo} \\ +\cross{ESTOOLS}{iflist2Result} & +\cross{ESTOOLS}{in?} & +\cross{ESTOOLS}{isQuotient} & +\cross{ESTOOLS}{ldf2lst} & +\cross{ESTOOLS}{ldf2vmf} \\ +\cross{ESTOOLS}{mat} & +\cross{ESTOOLS}{measure2Result} & +\cross{ESTOOLS}{measure2Result} & +\cross{ESTOOLS}{numberOfOperations} & +\cross{ESTOOLS}{ocf2ocdf} \\ +\cross{ESTOOLS}{outputMeasure} & +\cross{ESTOOLS}{pdf2df} & +\cross{ESTOOLS}{pdf2ef} & +\cross{ESTOOLS}{sdf2lst} & +\cross{ESTOOLS}{socf2socdf} \\ +\cross{ESTOOLS}{vedf2vef} &&&& \end{tabular} <>= @@ -20914,8 +21385,7 @@ ExpertSystemToolsPackage():E == I where \pagepic{ps/v104expertsystemtoolspackage1.ps}{ESTOOLS1}{1.00} {\bf Exports:}\\ -\begin{tabular}{lllll} -\end{tabular} +\cross{ESTOOLS1}{neglist} <>= )abbrev package ESTOOLS1 ExpertSystemToolsPackage1 @@ -20947,8 +21417,7 @@ ExpertSystemToolsPackage1(R1:OR): E == I where \pagepic{ps/v104expertsystemtoolspackage2.ps}{ESTOOLS2}{1.00} {\bf Exports:}\\ -\begin{tabular}{lllll} -\end{tabular} +\cross{ESTOOLS2}{map} <>= )abbrev package ESTOOLS2 ExpertSystemToolsPackage2 @@ -20985,8 +21454,7 @@ ExpertSystemToolsPackage2(R1:R,R2:R): E == I where \pagepic{ps/v104ExpressionFunctions2.ps}{EXPR2}{1.00} {\bf Exports:}\\ -\begin{tabular}{lllll} -\end{tabular} +\cross{EXPR2}{map} <>= )abbrev package EXPR2 ExpressionFunctions2 @@ -21050,7 +21518,9 @@ works. This is probably due to missing ``/'' in UFPS. \pagepic{ps/v104expressionsolve.ps}{EXPRSOL}{1.00} {\bf Exports:}\\ -\begin{tabular}{lllll} +\begin{tabular}{ll} +\cross{EXPRSOL}{replaceDiffs} & +\cross{EXPRSOL}{seriesSolve} \end{tabular} <>= @@ -21141,8 +21611,7 @@ coefficient ring, since it will complain otherwise. \pagepic{ps/v104expressionspacefunctions1.ps}{ES1}{1.00} {\bf Exports:}\\ -\begin{tabular}{lllll} -\end{tabular} +\cross{ES1}{map} <>= )abbrev package ES1 ExpressionSpaceFunctions1 @@ -21181,8 +21650,7 @@ ExpressionSpaceFunctions1(F:ExpressionSpace, S:Type): with \pagepic{ps/v104expressionspacefunctions2.ps}{ES2}{1.00} {\bf Exports:}\\ -\begin{tabular}{lllll} -\end{tabular} +\cross{ES2}{map} <>= )abbrev package ES2 ExpressionSpaceFunctions2 @@ -21216,8 +21684,7 @@ ExpressionSpaceFunctions2(E:ExpressionSpace, F:ExpressionSpace): with \pagepic{ps/v104expressionspaceodesolver.ps}{EXPRODE}{1.00} {\bf Exports:}\\ -\begin{tabular}{lllll} -\end{tabular} +\cross{EXPRODE}{seriesSolve} <>= )abbrev package EXPRODE ExpressionSpaceODESolver @@ -21431,8 +21898,7 @@ ExpressionSpaceODESolver(R, F): Exports == Implementation where \pagepic{ps/v104expressiontoopenmath.ps}{OMEXPR}{1.00} {\bf Exports:}\\ -\begin{tabular}{lllll} -\end{tabular} +\cross{OMEXPR}{OMwrite} <>= )abbrev package OMEXPR ExpressionToOpenMath @@ -21722,7 +22188,11 @@ ExpressionToOpenMath(R: Join(OpenMath, OrderedSet, Ring)): with \pagepic{ps/v104expressiontounivariatepowerseries.ps}{EXPR2UPS}{1.00} {\bf Exports:}\\ -\begin{tabular}{lllll} +\begin{tabular}{llll} +\cross{EXPR2UPS}{laurent} & +\cross{EXPR2UPS}{puiseux} & +\cross{EXPR2UPS}{series} & +\cross{EXPR2UPS}{taylor} \end{tabular} <>= @@ -22065,7 +22535,9 @@ ExpressionToUnivariatePowerSeries(R,FE): Exports == Implementation where \pagepic{ps/v104expressiontubeplot.ps}{EXPRTUBE}{1.00} {\bf Exports:}\\ -\begin{tabular}{lllll} +\begin{tabular}{ll} +\cross{EXPRTUBE}{constantToUnaryFunction} & +\cross{EXPRTUBE}{tubePlot} \end{tabular} <>= @@ -22257,6 +22729,21 @@ ExpressionTubePlot(): Exports == Implementation where {\bf Exports:}\\ \begin{tabular}{lllll} +\cross{E04AGNT}{changeNameToObjf} & +\cross{E04AGNT}{expenseOfEvaluation} & +\cross{E04AGNT}{finiteBound} & +\cross{E04AGNT}{linear?} & +\cross{E04AGNT}{linearMatrix} \\ +\cross{E04AGNT}{linearPart} & +\cross{E04AGNT}{nonLinearPart} & +\cross{E04AGNT}{optAttributes} & +\cross{E04AGNT}{quadratic?} & +\cross{E04AGNT}{simpleBounds?} \\ +\cross{E04AGNT}{sortConstraints} & +\cross{E04AGNT}{splitLinear} & +\cross{E04AGNT}{sumOfSquares} & +\cross{E04AGNT}{varList} & +\cross{E04AGNT}{variables} \end{tabular} <>= @@ -22531,7 +23018,9 @@ e04AgentsPackage(): E == I where \pagepic{ps/v104factoredfunctions.ps}{FACTFUNC}{1.00} {\bf Exports:}\\ -\begin{tabular}{lllll} +\begin{tabular}{ll} +\cross{FACTFUNC}{log} & +\cross{FACTFUNC}{nthRoot} \end{tabular} <>= @@ -22701,8 +23190,7 @@ o )show FactoredFunctions2 \pagepic{ps/v104FactoredFunctions2.ps}{FR2}{1.00} {\bf Exports:}\\ -\begin{tabular}{lllll} -\end{tabular} +\cross{FR2}{map} <>= )abbrev package FR2 FactoredFunctions2 @@ -22750,7 +23238,9 @@ FactoredFunctions2(R, S): Exports == Implementation where \pagepic{ps/v104factoredfunctionutilities.ps}{FRUTIL}{1.00} {\bf Exports:}\\ -\begin{tabular}{lllll} +\begin{tabular}{ll} +\cross{FRUTIL}{mergeFactors} & +\cross{FRUTIL}{refine} \end{tabular} <>= @@ -22823,6 +23313,13 @@ FactoredFunctionUtilities(R): Exports == Implementation where {\bf Exports:}\\ \begin{tabular}{lllll} +\cross{FACUTIL}{completeEval} & +\cross{FACUTIL}{degree} & +\cross{FACUTIL}{lowerPolynomial} & +\cross{FACUTIL}{normalDeriv} & +\cross{FACUTIL}{raisePolynomial} \\ +\cross{FACUTIL}{ran} & +\cross{FACUTIL}{variables} &&& \end{tabular} <>= @@ -22933,7 +23430,10 @@ FactoringUtilities(E,OV,R,P) : C == T where \pagepic{ps/v104fglmifcanpackage.ps}{FGLMICPK}{1.00} {\bf Exports:}\\ -\begin{tabular}{lllll} +\begin{tabular}{lll} +\cross{FGLMICPK}{fglmIfCan} & +\cross{FGLMICPK}{groebner} & +\cross{FGLMICPK}{zeroDimensional?} \end{tabular} <>= @@ -23031,8 +23531,7 @@ FGLMIfCanPackage(R,ls): Exports == Implementation where \pagepic{ps/v104findorderfinite.ps}{FORDER}{1.00} {\bf Exports:}\\ -\begin{tabular}{lllll} -\end{tabular} +\cross{FORDER}{order} <>= )abbrev package FORDER FindOrderFinite @@ -23069,8 +23568,7 @@ FindOrderFinite(F, UP, UPUP, R): Exports == Implementation where \pagepic{ps/v104finiteabelianmonoidringfunctions2.ps}{FAMR2}{1.00} {\bf Exports:}\\ -\begin{tabular}{lllll} -\end{tabular} +\cross{FAMR2}{map} <>= )abbrev package FAMR2 FiniteAbelianMonoidRingFunctions2 @@ -23112,8 +23610,7 @@ FiniteAbelianMonoidRingFunctions2(E: OrderedAbelianMonoid, \pagepic{ps/v104finitedivisorfunctions2.ps}{FDIV2}{1.00} {\bf Exports:}\\ -\begin{tabular}{lllll} -\end{tabular} +\cross{FDIV2}{map} <>= )abbrev package FDIV2 FiniteDivisorFunctions2 @@ -23160,7 +23657,13 @@ FiniteDivisorFunctions2(R1, UP1, UPUP1, F1, R2, UP2, UPUP2, F2): \pagepic{ps/v104finitefieldfunctions.ps}{FFF}{1.00} {\bf Exports:}\\ -\begin{tabular}{lllll} +\begin{tabular}{lll} +\cross{FFF}{createLowComplexityNormalBasis} & +\cross{FFF}{createLowComplexityTable} & +\cross{FFF}{createMultiplicationMatrix} \\ +\cross{FFF}{createMultiplicationTable} & +\cross{FFF}{createZechTable} & +\cross{FFF}{sizeMultiplication} \end{tabular} <>= @@ -23417,8 +23920,7 @@ FiniteFieldFunctions(GF): Exports == Implementation where \pagepic{ps/v104finitefieldhomomorphisms.ps}{FFHOM}{1.00} {\bf Exports:}\\ -\begin{tabular}{lllll} -\end{tabular} +\cross{FFHOM}{coerce} <>= )abbrev package FFHOM FiniteFieldHomomorphisms @@ -23796,7 +24298,25 @@ FiniteFieldHomomorphisms(F1,GF,F2): Exports == Implementation where \pagepic{ps/v104finitefieldpolynomialpackage.ps}{FFPOLY}{1.00} {\bf Exports:}\\ -\begin{tabular}{lllll} +\begin{tabular}{lll} +\cross{FFPOLY}{createIrreduciblePoly} & +\cross{FFPOLY}{createNormalPoly} & +\cross{FFPOLY}{createNormalPrimitivePoly} \\ +\cross{FFPOLY}{createPrimitiveNormalPoly} & +\cross{FFPOLY}{createPrimitivePoly} & +\cross{FFPOLY}{leastAffineMultiple} \\ +\cross{FFPOLY}{nextIrreduciblePoly} & +\cross{FFPOLY}{nextNormalPoly} & +\cross{FFPOLY}{nextNormalPrimitivePoly} \\ +\cross{FFPOLY}{nextPrimitiveNormalPoly} & +\cross{FFPOLY}{nextPrimitivePoly} & +\cross{FFPOLY}{normal?} \\ +\cross{FFPOLY}{numberOfIrreduciblePoly} & +\cross{FFPOLY}{numberOfNormalPoly} & +\cross{FFPOLY}{numberOfPrimitivePoly} \\ +\cross{FFPOLY}{primitive?} & +\cross{FFPOLY}{random} & +\cross{FFPOLY}{reducedQPowers} \end{tabular} <>= @@ -24787,8 +25307,7 @@ FiniteFieldPolynomialPackage GF : Exports == Implementation where \pagepic{ps/v104finitefieldpolynomialpackage2.ps}{FFPOLY2}{1.00} {\bf Exports:}\\ -\begin{tabular}{lllll} -\end{tabular} +\cross{FFPOLY2}{rootOfIrreduciblePoly} <>= )abbrev package FFPOLY2 FiniteFieldPolynomialPackage2 @@ -24919,8 +25438,7 @@ FiniteFieldPolynomialPackage2(F,GF):Exports == Implementation where \pagepic{ps/v104finitefieldsolvelinearpolynomialequation.ps}{FFSLPE}{1.00} {\bf Exports:}\\ -\begin{tabular}{lllll} -\end{tabular} +\cross{FFSLPE}{solveLinearPolynomialEquation} <>= )abbrev package FFSLPE FiniteFieldSolveLinearPolynomialEquation @@ -24983,7 +25501,10 @@ FiniteFieldSolveLinearPolynomialEquation(F:FiniteFieldCategory, \pagepic{ps/v104finitelinearaggregatefunctions2.ps}{FLAGG2}{1.00} {\bf Exports:}\\ -\begin{tabular}{lllll} +\begin{tabular}{lll} +\cross{FLAGG2}{map} & +\cross{FLAGG2}{reduce} & +\cross{FLAGG2}{scan} \end{tabular} <>= @@ -25113,7 +25634,10 @@ FiniteLinearAggregateFunctions2(S, A, R, B): \pagepic{ps/v104finitelinearaggregatesort.ps}{FLASORT}{1.00} {\bf Exports:}\\ -\begin{tabular}{lllll} +\begin{tabular}{lll} +\cross{FLASORT}{heapSort} & +\cross{FLASORT}{quickSort} & +\cross{FLASORT}{shellSort} \end{tabular} <>= @@ -25228,7 +25752,10 @@ FiniteLinearAggregateSort(S, V): Exports == Implementation where \pagepic{ps/v104finitesetaggregatefunctions2.ps}{FSAGG2}{1.00} {\bf Exports:}\\ -\begin{tabular}{lllll} +\begin{tabular}{lll} +\cross{FSAGG2}{map} & +\cross{FSAGG2}{reduce} & +\cross{FSAGG2}{scan} \end{tabular} <>= @@ -25293,7 +25820,9 @@ FiniteSetAggregateFunctions2(S, A, R, B): Exports == Implementation where \pagepic{ps/v104floatingcomplexpackage.ps}{FLOATCP}{1.00} {\bf Exports:}\\ -\begin{tabular}{lllll} +\begin{tabular}{ll} +\cross{FLOATCP}{complexRoots} & +\cross{FLOATCP}{complexSolve} \end{tabular} <>= @@ -25427,7 +25956,9 @@ FloatingComplexPackage(Par): Cat == Cap where \pagepic{ps/v104floatingrealpackage.ps}{FLOATRP}{1.00} {\bf Exports:}\\ -\begin{tabular}{lllll} +\begin{tabular}{ll} +\cross{FLOATRP}{realRoots} & +\cross{FLOATRP}{solve} \end{tabular} <>= @@ -25559,7 +26090,11 @@ FloatingRealPackage(Par): Cat == Cap where \pagepic{ps/v104fortrancodepackage1.ps}{FCPAK1}{1.00} {\bf Exports:}\\ -\begin{tabular}{lllll} +\begin{tabular}{llll} +\cross{FCPAK1}{identitySquareMatrix} & +\cross{FCPAK1}{zeroMatrix} & +\cross{FCPAK1}{zeroSquareMatrix} & +\cross{FCPAK1}{zeroVector} \end{tabular} <>= @@ -25715,7 +26250,13 @@ FortranCodePackage1: Exports == Implementation where \pagepic{ps/v104fortranoutputstackpackage.ps}{FOP}{1.00} {\bf Exports:}\\ -\begin{tabular}{lllll} +\begin{tabular}{lll} +\cross{FOP}{popFortranOutputStack} & +\cross{FOP}{clearFortranOutputStack} & +\cross{FOP}{pushFortranOutputStack} \\ +\cross{FOP}{pushFortranOutputStack} & +\cross{FOP}{showFortranOutputStack} & +\cross{FOP}{topFortranOutputStack} \end{tabular} <>= @@ -25812,7 +26353,10 @@ FortranOutputStackPackage() : specification == implementation where \pagepic{ps/v104fortranpackage.ps}{FORT}{1.00} {\bf Exports:}\\ -\begin{tabular}{lllll} +\begin{tabular}{lll} +\cross{FORT}{outputAsFortran} & +\cross{FORT}{linkToFortran} & +\cross{FORT}{setLegalFortranSourceExtensions} \end{tabular} <>= @@ -25920,8 +26464,7 @@ FortranPackage(): Exports == Implementation where \pagepic{ps/v104fractionalidealfunctions2.ps}{FRIDEAL2}{1.00} {\bf Exports:}\\ -\begin{tabular}{lllll} -\end{tabular} +\cross{FRIDEAL2}{map} <>= )abbrev package FRIDEAL2 FractionalIdealFunctions2 @@ -25971,7 +26514,17 @@ FractionalIdealFunctions2(R1, F1, U1, A1, R2, F2, U2, A2): \pagepic{ps/v104fractionfreefastgaussian.ps}{FFFG}{1.00} {\bf Exports:}\\ -\begin{tabular}{lllll} +\begin{tabular}{llll} +\cross{FFFG}{DiffAction} & +\cross{FFFG}{DiffC} & +\cross{FFFG}{ShiftAction} & +\cross{FFFG}{ShiftC} \\ +\cross{FFFG}{fffg} & +\cross{FFFG}{generalCoefficient} & +\cross{FFFG}{generalInterpolation} & +\cross{FFFG}{interpolate} \\ +\cross{FFFG}{qShiftAction} & +\cross{FFFG}{qShiftC} && \end{tabular} <>= @@ -26466,8 +27019,7 @@ $c_{\sigma,\sigma}$. \pagepic{ps/v104fractionfreefastgaussianfractions.ps}{FFFGF}{1.00} {\bf Exports:}\\ -\begin{tabular}{lllll} -\end{tabular} +\cross{FFFGF}{generalInterpolation} <>= )abbrev package FFFGF FractionFreeFastGaussianFractions @@ -26585,8 +27137,7 @@ FractionFreeFastGaussianFractions(D, V, VF): Exports == Implementation where \pagepic{ps/v104fractionfunctions2.ps}{FRAC2}{1.00} {\bf Exports:}\\ -\begin{tabular}{lllll} -\end{tabular} +\cross{FRAC2}{map} <>= )abbrev package FRAC2 FractionFunctions2 @@ -26629,8 +27180,7 @@ FractionFunctions2(A, B): Exports == Impl where \pagepic{ps/v104framednonassociativealgebrafunctions2.ps}{FRNAAF2}{1.00} {\bf Exports:}\\ -\begin{tabular}{lllll} -\end{tabular} +\cross{FRNAAF2}{map} <>= )abbrev package FRNAAF2 FramedNonAssociativeAlgebraFunctions2 @@ -26692,6 +27242,30 @@ Gregory Vanuxem supplied the fix below. {\bf Exports:}\\ \begin{tabular}{lllll} +\cross{FSPECF}{Beta} & +\cross{FSPECF}{Gamma} & +\cross{FSPECF}{abs} & +\cross{FSPECF}{airyAi} & +\cross{FSPECF}{airyBi} \\ +\cross{FSPECF}{belong?} & +\cross{FSPECF}{besselI} & +\cross{FSPECF}{besselJ} & +\cross{FSPECF}{besselK} & +\cross{FSPECF}{besselY} \\ +\cross{FSPECF}{digamma} & +\cross{FSPECF}{iiAiryAi} & +\cross{FSPECF}{iiAiryBi} & +\cross{FSPECF}{iiBesselI} & +\cross{FSPECF}{iiBesselJ} \\ +\cross{FSPECF}{iiBesselK} & +\cross{FSPECF}{iiBesselY} & +\cross{FSPECF}{iiBeta} & +\cross{FSPECF}{iiGamma} & +\cross{FSPECF}{iiabs} \\ +\cross{FSPECF}{iidigamma} & +\cross{FSPECF}{iipolygamma} & +\cross{FSPECF}{operator} & +\cross{FSPECF}{polygamma} & \end{tabular} <>= @@ -27092,8 +27666,7 @@ component of the gradient failed, it resulted in an infinite loop for \pagepic{ps/v104functionfieldcategoryfunctions2.ps}{FFCAT2}{1.00} {\bf Exports:}\\ -\begin{tabular}{lllll} -\end{tabular} +\cross{FFCAT2}{map} <>= )abbrev package FFCAT2 FunctionFieldCategoryFunctions2 @@ -27134,7 +27707,9 @@ FunctionFieldCategoryFunctions2(R1, UP1, UPUP1, F1, R2, UP2, UPUP2, F2): \pagepic{ps/v104functionfieldintegralbasis.ps}{FFINTBAS}{1.00} {\bf Exports:}\\ -\begin{tabular}{lllll} +\begin{tabular}{ll} +\cross{FFINTBAS}{integralBasis} & +\cross{FFINTBAS}{localIntegralBasis} \end{tabular} <>= @@ -27271,7 +27846,11 @@ FunctionFieldIntegralBasis(R,UP,F): Exports == Implementation where \pagepic{ps/v104functionspaceassertions.ps}{PMASSFS}{1.00} {\bf Exports:}\\ -\begin{tabular}{lllll} +\begin{tabular}{llll} +\cross{PMASSFS}{assert} & +\cross{PMASSFS}{constant} & +\cross{PMASSFS}{multiple} & +\cross{PMASSFS}{optional} \end{tabular} <>= @@ -27358,8 +27937,7 @@ FunctionSpaceAssertions(R, F): Exports == Implementation where \pagepic{ps/v104functionspaceattachpredicates.ps}{PMPREDFS}{1.00} {\bf Exports:}\\ -\begin{tabular}{lllll} -\end{tabular} +\cross{PMPREDFS}{suchThat} <>= )abbrev package PMPREDFS FunctionSpaceAttachPredicates @@ -27422,7 +28000,10 @@ FunctionSpaceAttachPredicates(R, F, D): Exports == Implementation where \pagepic{ps/v104functionspacecomplexintegration.ps}{FSCINT}{1.00} {\bf Exports:}\\ -\begin{tabular}{lllll} +\begin{tabular}{lll} +\cross{FSCINT}{complexIntegrate} & +\cross{FSCINT}{internalIntegrate} & +\cross{FSCINT}{internalIntegrate0} \end{tabular} <>= @@ -27511,8 +28092,7 @@ FunctionSpaceComplexIntegration(R, F): Exports == Implementation where \pagepic{ps/v104functionspacefunctions2.ps}{FS2}{1.00} {\bf Exports:}\\ -\begin{tabular}{lllll} -\end{tabular} +\cross{FS2}{map} <>= )abbrev package FS2 FunctionSpaceFunctions2 @@ -27563,8 +28143,7 @@ FunctionSpaceFunctions2(R, A, S, B): Exports == Implementation where \pagepic{ps/v104functionspaceintegration.ps}{FSINT}{1.00} {\bf Exports:}\\ -\begin{tabular}{lllll} -\end{tabular} +\cross{FSINT}{integrate} <>= )abbrev package FSINT FunctionSpaceIntegration @@ -27710,8 +28289,7 @@ FunctionSpaceIntegration(R, F): Exports == Implementation where \pagepic{ps/v104functionspaceprimitiveelement.ps}{FSPRMELT}{1.00} {\bf Exports:}\\ -\begin{tabular}{lllll} -\end{tabular} +\cross{FSPRMELT}{primitiveElement} <>= )abbrev package FSPRMELT FunctionSpacePrimitiveElement @@ -27832,7 +28410,9 @@ FunctionSpacePrimitiveElement(R, F): Exports == Implementation where \pagepic{ps/v104functionspacereduce.ps}{FSRED}{1.00} {\bf Exports:}\\ -\begin{tabular}{lllll} +\begin{tabular}{ll} +\cross{FSRED}{bringDown} & +\cross{FSRED}{newReduc} \end{tabular} <>= @@ -27906,8 +28486,7 @@ FunctionSpaceReduce(R, F): Exports == Implementation where \pagepic{ps/v104functionspacesum.ps}{SUMFS}{1.00} {\bf Exports:}\\ -\begin{tabular}{lllll} -\end{tabular} +\cross{SUMFS}{sum} <>= )abbrev package SUMFS FunctionSpaceSum @@ -27979,7 +28558,9 @@ FunctionSpaceSum(R, F): Exports == Implementation where \pagepic{ps/v104functionspacetoexponentialexpansion.ps}{FS2EXPXP}{1.00} {\bf Exports:}\\ -\begin{tabular}{lllll} +\begin{tabular}{ll} +\cross{FS2EXPXP}{localAbs} & +\cross{FS2EXPXP}{exprToXXP} \end{tabular} <>= @@ -28537,7 +29118,10 @@ FunctionSpaceToExponentialExpansion(R,FE,x,cen):_ \pagepic{ps/v104functionspacetounivariatepowerseries.ps}{FS2UPS}{1.00} {\bf Exports:}\\ -\begin{tabular}{lllll} +\begin{tabular}{lll} +\cross{FS2UPS}{localAbs} & +\cross{FS2UPS}{exprToGenUPS} & +\cross{FS2UPS}{exprToUPS} \end{tabular} <>= @@ -29311,7 +29895,11 @@ FunctionSpaceToUnivariatePowerSeries(R,FE,Expon,UPS,TRAN,x):_ \pagepic{ps/v104functionspaceunivariatepolynomialfactor.ps}{FSUPFACT}{1.00} {\bf Exports:}\\ -\begin{tabular}{lllll} +\begin{tabular}{llll} +\cross{FSUPFACT}{anfactor} & +\cross{FSUPFACT}{ffactor} & +\cross{FSUPFACT}{qfactor} & +\cross{FSUPFACT}{UP2ifCan} \end{tabular} <>= diff --git a/changelog b/changelog index 0392eeb..ac8b7b8 100644 --- a/changelog +++ b/changelog @@ -1,3 +1,5 @@ +20090210 tpd src/axiom-website/patches.html 20090210.01.tpd.patch +20090210 tpd books/bookvol10.4.pamphlet add exports 20090209 tpd src/axiom-website/patches.html 20090209.02.tpd.patch 20090209 tpd books/bookvol10.4 add packages 20090209 tpd src/algebra/Makefile remove spad files diff --git a/src/axiom-website/patches.html b/src/axiom-website/patches.html index 7895929..7ffc958 100644 --- a/src/axiom-website/patches.html +++ b/src/axiom-website/patches.html @@ -937,5 +937,7 @@ bookvol10.4 add packages
bookvol10.4 add packages
20090209.02.tpd.patch bookvol10.4 add packages
+20090210.01.tpd.patch +bookvol10.4 add exports