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/** * Name: maple * Description: Maple programming language. * Author: Manolis Lourakis <lourakis@csd.uch.gr> */ /* Maple V rel. 5 keywords taken from keyword and ininames */ /* (build-re '( and by do done elif else end fi for from if in intersect local minus mod not od option options or proc quit read save stop then to union while ASSERT RETURN ERROR WARNING break empty function next restart remember builtin system operator arrow trace package Copyright Catalan Digits FAIL false gamma I infinity integrate lasterror libname mod NULL Order Pi printlevel true And NONNEGATIVE Not Or PLOT PLOT3D Point Range RootOf TEXT algebraic algext algfun algnum algnumext anyfunc anything arctrig array atomic boolean complex complexcons constant cubic dependent disjcyc equation even evenfunc expanded exprseq facint float fraction freeof function hfarray identical indexed indexedfun infinity integer intersect laurent linear list listlist literal logical mathfunc matrix minus monomial name negative negint nonneg nonnegint nonposint nothing numeric odd oddfunc operator point polynom posint positive prime procedure protected quadratic quartic radalgfun radalgnum radext radfun radfunext radical radnum radnumext range rational ratpoly realcons relation rgf_seq scalar series set specfunc sqrt square string symbol symmfunc table taylor trig type uneval union vector )) */ mpl_keyword = /\b(A(SSERT|nd)|C(atalan|opyright)|Digits|ERROR|FAIL|I\ |N(ONNEGATIVE|ULL|ot)|Or(|der)|P(LOT(|3D)|i|oint)|R(ETURN|ange|ootOf)\ |TEXT|WARNING\ |a(lg(e(braic|xt)|fun|num(|ext))|n(d|y(func|thing))|r(ctrig|r(ay|ow))\ |tomic)\ |b(oolean|reak|uiltin|y)|c(o(mplex(|cons)|nstant)|ubic)\ |d(ependent|isjcyc|o(|ne))\ |e(l(if|se)|mpty|nd|quation|ven(|func)|xp(anded|rseq))\ |f(a(cint|lse)|i|loat|or|r(action|eeof|om)|unction())|gamma|hfarray\ |i(dentical|f|n(|dexed(|fun)|finity()|te(g(er|rate)|rsect())))\ |l(a(sterror|urent)|i(bname|near|st(|list)|teral)|o(cal|gical))\ |m(at(hfunc|rix)|inus()|o(d()|nomial))\ |n(ame|e(g(ative|int)|xt)|o(n(neg(|int)|posint)|t(|hing))|umeric)\ |o(d(|d(|func))|p(erator()|tion(|s))|r)\ |p(ackage|o(int|lynom|si(nt|tive))|r(i(me|ntlevel)|o(c(|edure)|tected)))\ |qu(a(dratic|rtic)|it)\ |r(a(d(alg(fun|num)|ext|fun(|ext)|ical|num(|ext))|nge|t(ional|poly))\ |e(a(d|lcons)|lation|member|start)|gf_seq)\ |s(ave|calar|e(ries|t)|pecfunc|q(rt|uare)|t(op|ring)\ |y(m(bol|mfunc)|stem))\ |t(a(ble|ylor)|hen|o|r(ace|ig|ue)|ype)|un(eval|ion())|vector|while)\b/; /* Maple V rel. 5 functions taken from inert, inifcns and the * following packages: DEtools GF GaussInt LREtools Matlab algcurves * codegen combinat combstruct diffalg difforms finance genfunc geom3d * geometry Groebner group inttrans liesymm linalg logic networks * numapprox numtheory orthopoly padic plots plottools powseries * process simplex stats student sumtools tensor totorder */ /* (build-re '( abs AiryAi AiryAiZeros AiryBi AiryBiZeros AngerJ argument bernoulli BesselI BesselJ BesselJZeros BesselK BesselY BesselYZeros Beta binomial ceil Chi Ci conjugate csgn dilog Dirac Ei EllipticCE EllipticCK EllipticCPi EllipticE EllipticF EllipticK EllipticModulus EllipticNome EllipticPi erf erfc erfi euler exp factorial floor frac FresnelC Fresnelf Fresnelg FresnelS GAMMA GaussAGM HankelH1 HankelH2 harmonic Heaviside hypergeom ilog10 ilog Im JacobiAM JacobiCN JacobiCD JacobiCS JacobiDN JacobiDC JacobiDS JacobiNC JacobiND JacobiNS JacobiSC JacobiSD JacobiSN JacobiTheta1 JacobiTheta2 JacobiTheta3 JacobiTheta4 JacobiZeta KelvinBer KelvinBei KelvinHer KelvinHei KelvinKer KelvinKei KummerM KummerU LegendreP LegendreQ LerchPhi Li ln lnGAMMA log log10 LommelS1 LommelS2 MeijerG max min pochhammer polar polylog Psi Re round signum Shi Si sqrt Ssi StruveH StruveL surd trunc LambertW WeberE WeierstrassP WeierstrassPPrime WeierstrassZeta WeierstrassSigma WhittakerM WhittakerW Zeta sin cos tan sec csc cot sinh cosh tanh sech csch coth arcsin arccos arctan arcsec arccsc arccot arcsinh arccosh arctanh arcsech arccsch arccoth DEtools GF GaussInt LREtools Matlab algcurves codegen combinat combstruct diffalg difforms finance genfunc geom3d geometry Groebner group inttrans liesymm linalg logic networks numapprox numtheory orthopoly padic plots plottools powseries process simplex stats student sumtools tensor totorder DEplot DEplot3d PDEplot dfieldplot phaseportrait generate_ic hamilton_eqs poincare zoom DEnormal Dchangevar PDEchangecoords autonomous convertAlg convertsys indicialeq reduceOrder regularsp translate untranslate varparam RiemannPsols abelsol bernoullisol chinisol clairautsol constcoeffsols eulersols exactsol expsols genhomosol kovacicsols liesol linearsol matrixDE parametricsol polysols ratsols riccatisol separablesol DFactor GCRD LCLM adjoint de2diffop diffop2de eigenring endomorphism_charpoly exterior_power formal_sol gen_exp integrate_sols leftdivision mult rightdivision symmetric_power symmetric_product buildsol buildsym canoni equinv eta_k infgen intfactor line_int odeadvisor odepde symgen symtest transinv GF GIbasis GIchrem GIdivisor GIfacpoly GIfacset GIfactor GIfactors GIgcd GIgcdex GIhermite GIissqr GIlcm GImcmbine GInearest GInodiv GInorm GInormal GIorder GIphi GIprime GIquadres GIquo GIrem GIroots GIsieve GIsmith GIsqrfree GIsqrt GIunitnormal REcontent REcreate REplot REprimpart REreduceorder REtoDE REtodelta REtoproc constcoeffsol delta dispersion divconq firstlin hypergeomsols polysols ratpolysols riccati shift chol closelink defined det dimensions eig evalM fft getvar inv lu ode45 openlink qr setup setvar size square transpose Weierstrassform genus homogeneous integral_basis j_invariant parametrization plot_knot puiseux singularities C fortran optimize cost GRADIENT HESSIAN JACOBIAN horner makeglobal makeparam makeproc makevoid dontreturn packargs packlocals swapargs renamevar declare intrep2maple maple2intrep prep2trans split joinprocs Chi bell binomial cartprod character choose composition conjpart decodepart encodepart fibonacci firstpart graycode inttovec lastpart multinomial nextpart numbcomb numbcomp numbpart numbperm partition permute powerset prevpart randcomb randpart randperm stirling1 stirling2 subsets vectoint allstructs count draw finished gfeqns gfseries gfsolve iterstructs nextstruct Rosenfeld_Groebner belongs_to delta_leader delta_polynomial denote derivatives differential_ring differential_sprem differentiate equations field_extension formal_power_series greater inequations initial initial_conditions is_orthonomic leader power_series_solution print_ranking rank reduced reduced_form rewrite_rules separant const d defform form formpart mixpar parity scalar scalarpart simpform wdegree wedge annuity cashflows growingannuity growingperpetuity levelcoupon perpetuity amortization blackscholes effectiverate futurevalue presentvalue yieldtomaturity rgf_charseq rgf_encode rgf_expand rgf_findrecur rgf_hybrid rgf_norm rgf_pfrac rgf_relate rgf_sequence rgf_simp rgf_term termscale dsegment line plane point segment sphere triangle AreCollinear AreConjugate AreCoplanar HarmonicConjugate IsOnObject OnSegment centroid coordinates distance midpoint randpoint xcoord ycoord zcoord AreParallel ArePerpendicular DefinedAs distance midpoint AreConcurrent AreCoplanar AreParallel ArePerpendicular ArePerpendicular Equation FindAngle distance intersection parallel tname AreParallel ArePerpendicular Equation FindAngle IsTangent distance intersection parallel DefinedAs FindAngle IsEquilateral IsRightTriangle altitude area centroid sides AreConjugate ArePerpendicular Equation FindAngle IsTangent RadicalCenter RadicalLine RadicalPlane TangentPlane area center intersection polar pole powerps radius volume GreatDodecahedron GreatIcosahedron GreatStellatedDodecahedron InRadius IsRegular MidRadius RegularPolyhedron SmallStellatedDodecahedron area center cube dodecahedron faces hexahedron icosahedron incident octahedron radius schlafli sides tetrahedron vertices volume IsQuasi cuboctahedron icosidodecahedron schlafli sides vertices Archimedean GreatRhombicuboctahedron GreatRhombiicosidodecahedron IsArchimedean SmallRhombicuboctahedron SmallRhombiicosidodecahedron SnubCube SnubDodecahedron TruncatedCuboctahedron TruncatedDodecahedron TruncatedHexahedron TruncatedIcosahedron TruncatedIcosidodecahedron TruncatedOctahedron TruncatedTetrahedron center cuboctahedron faces icosidodecahedron incident radius schlafli sides vertices HexakisIcosahedron HexakisOctahedron PentagonalHexacontahedron PentagonalIcositetrahedron PentakisDodecahedron RhombicDodecahedron RhombicTriacontahedron TetrakisHexahedron TrapezoidalHexecontahedron TrapezoidalIcositetrahedron TriakisIcosahedron TriakisOctahedron TriakisTetrahedron center duality faces radius schlafli vertices IsFacetted IsStellated center faces facet schlafli stellate vertices GlideReflection RotatoryReflection ScrewDisplacement homology homothety inverse inversion projection reflection rotation transform translation transprod AreDistinct detail form xname yname zname circle conic dsegment ellipse hyperbola line parabola point segment square triangle GergonnePoint NagelPoint centroid orthocenter EulerLine ExternalBisector SimsonLine altitude bisector median EulerCircle circumcircle excircle incircle AreConjugate AreSimilar IsEquilateral IsRightTriangle PedalTriangle area medial method sides AreCollinear AreConcyclic AreHarmonic CrossRatio HorizontalCoord IsOnCircle IsOnLine SensedMagnitude VerticalCoord convexhull coordinates diameter distance projection randpoint CrossProduct OnSegment midpoint MakeSquare diagonal AreConcurrent AreParallel ArePerpendicular Equation FindAngle ParallelLine PerpenBisector PerpendicularLine slope Appolonius AreOrthogonal CircleOfSimilitude Equation RadicalAxis RadicalCenter TangentLine area center powerpc radius similitude Equation MajorAxis MinorAxis center foci Equation directrix focus vertex Equation asymptotes center foci vertices RegularPolygon RegularStarPolygon GlideReflection SpiralRotation StretchReflection StretchRotation dilatation expansion homology homothety inversion reciprocation reflection rotation stretch translation AreTangent DefinedAs HorizontalName Polar Pole VerticalName detail form intersection projection tangentpc termorder testorder leadcoeff leadmon leadterm normalf reduce inter_reduce gbasis pretend_gbasis gsolve spoly univpoly fglm is_finite is_solvable hilbertdim hilbertpoly hilbertseries DerivedS LCS NormalClosure RandElement Sylow areconjugate center centralizer convert core cosets cosrep derived grelgroup groupmember grouporder inter invperm isabelian isnormal issubgroup mulperms normalizer orbit permgroup permrep pres subgrel transgrp type addtable fourier fouriercos fouriersin hankel hilbert invfourier invhilbert invlaplace invmellin laplace mellin savetable &^ &mod Eta Lie Lrank TD annul autosimp close d depvars determine dvalue extvars getcoeff getform hasclosure hook indepvars makeforms mixpar prolong reduce setup translate vfix wcollect wdegree wedgeset wsubs GramSchmidt JordanBlock LUdecomp QRdecomp addcol addrow adjoint angle augment backsub band basis bezout blockmatrix charmat charpoly cholesky col coldim colspace colspan companion cond copyinto crossprod curl definite delcols delrows det diag diverge dotprod eigenvalues eigenvectors entermatrix equal exponential extend ffgausselim fibonacci forwardsub frobenius gausselim gaussjord geneqns genmatrix grad hadamard hermite hessian hilbert htranspose ihermite indexfunc innerprod intbasis inverse ismith issimilar iszero jacobian jordan kernel laplacian leastsqrs linsolve matadd matrix minor minpoly mulcol multiply norm normalize orthog permanent pivot potential randmatrix randvector rank references row rowdim rowspace rowspan scalarmul singularvals smith stackmatrix submatrix subvector sumbasis swapcol swaprow sylvester toeplitz trace transpose vandermonde vecpotent vectdim vector wronskian bequal bsimp canon MOD2 frominert toinert distrib dual environ randbool satisfy tautology &and &or ¬ &iff &nor &nand &xor &implies. acycpoly addedge addvertex adjacency allpairs ancestor arrivals bicomponents charpoly chrompoly complement complete components connect connectivity contract countcuts counttrees cube cycle cyclebase daughter degreeseq delete departures diameter dinic djspantree dodecahedron draw duplicate edges ends eweight flow flowpoly fundcyc getlabel girth graph graphical gsimp gunion head icosahedron incidence incident indegree induce isplanar maxdegree mincut mindegree neighbors new octahedron outdegree path petersen random rank rankpoly shortpathtree show shrink span spanpoly spantree tail tetrahedron tuttepoly vdegree vertices void vweight chebdeg chebmult chebpade chebsort chebyshev confracform hermite_pade hornerform infnorm laurent minimax pade remez taylor B F GIgcd J L M bernoulli bigomega cfrac cfracpol cyclotomic divisors euler factorEQ factorset fermat ifactor ifactors imagunit index integral_basis invcfrac invphi isolve isprime issqrfree ithprime jacobi kronecker lambda legendre mcombine mersenne minkowski mipolys mlog mobius mroot msqrt nearestp nextprime nthconver nthdenom nthnumer nthpow order pdexpand phi pprimroot prevprime primroot quadres rootsunity safeprime sigma sq2factor sum2sqr tau thue G H L P T U evalp expansion function lcoeffp orderp ordp ratvaluep rootp valuep animate animate3d animatecurve changecoords complexplot complexplot3d conformal contourplot contourplot3d coordplot coordplot3d cylinderplot densityplot display display3d fieldplot fieldplot3d gradplot gradplot3d implicitplot implicitplot3d inequal listcontplot listcontplot3d listdensityplot listplot listplot3d loglogplot logplot matrixplot odeplot pareto pointplot pointplot3d polarplot polygonplot polygonplot3d polyhedra_supported polyhedraplot replot rootlocus semilogplot setoptions setoptions3d spacecurve sparsematrixplot sphereplot surfdata textplot textplot3d tubeplot arc arrow circle cone cuboid curve cutin cutout cylinder disk dodecahedron ellipse ellipticArc hemisphere hexahedron hyperbola icosahedron line octahedron pieslice point polygon rectangle semitorus sphere tetrahedron torus homothety project reflect rotate scale stellate transform translate compose evalpow inverse multconst multiply negative powadd powcos powcreate powdiff powexp powint powlog powpoly powseries powsin powsolve powsqrt quotient reversion subtract tpsform block exec fork kill pclose pipe popen wait NONNEGATIVE basis convexhull cterm define_zero display dual equality feasible maximize minimize pivot pivoteqn pivotvar ratio setup standardize anova describe fit random statevalf statplots transform importdata oneway coefficientofvariation count countmissing covariance decile geometricmean harmonicmean kurtosis linearcorrelation mean meandeviation median mode moment percentile quadraticmean quantile quartile range skewness standarddeviation sumdata variance leastmediansquare leastsquare beta chisquare fratio gamma normald studentst cdf icdf pdf dcdf idcdf pf boxplot histogram scatterplot xscale yscale zscale xshift yshift zshift xyexchange yzexchange yzexchange apply classmark cumulativefrequency deletemissing divideby frequency moving multiapply scaleweight split standardscore statsort statvalue subtractfrom tally tallyinto D Diff Doubleint Int Limit Lineint Point Product Sum Tripleint changevar combine completesquare distance equate extrema integrand intercept intparts isolate leftbox leftsum makeproc maximize middlebox middlesum midpoint minimize minimize powsubs rightbox rightsum showtangent simpson slope summand trapezoid value Hypersum Sumtohyper extended_gosper gosper hyperrecursion hypersum hyperterm simpcomb sumrecursion sumtohyper Christoffel1 Christoffel2 Einstein display_allGR displayGR tensorsGR Jacobian Killing_eqns Levi_Civita Lie_diff Ricci Ricciscalar Riemann RiemannF Weyl act table antisymmetrize change_basis commutator compare conj connexF contract convertNP cov_diff create d1metric d2metric directional_diff dual entermetric exterior_diff exterior_prod frame metric geodesic_eqns get_char get_compts get_rank invars invert lin_com lower npcurve npspin partial_diff permute_indices petrov prod raise symmetrize transform tassume tis forget ordering init AFactor AFactors AiriAiZeros AiriBiYZeros AiryAi AiryBi AngerJ Berlekamp BesselI BesselJ BesselJZeros BesselK BesselY BesselYZeros Beta C CHFARRAY Chi Ci CompSeq Content D DESol Det Diff Dirac DistDeg Divide Ei Eigenvals EllipticCE EllipticCK EllipticCPi EllipticE EllipticF EllipticK EllipticModulus EllipticNome EllipticPi Eval Expand Expand FFT Factor Factors FresnelC FresnelS Fresnelf Fresnelg GAMMA GaussAGM Gaussejord Gausselim Gcd Gcdex HankelH1 HankelH2 Heaviside Hermite Im Interp Inverse Irreduc JacobiAM JacobiCD JacobiCN JacobiCS JacobiDC JacobiDN JacobiDS JacobiNC JacobiND JacobiNS JacobiSC JacobiSD JacobiSN JacobiTheta1 JacobiTheta2 JacobiTheta3 JacobiTheta4 JacobiZeta KelvinBei KelvinBer KelvinHei KelvinHer KelvinKei KelvinKer KummerM KummerU LambertW Lcm LegendreP LegendreQ LerchPhi Li Linsolve LommelS1 LommelS2 MOLS Maple_floats MatlabMatrix MeijerG Normal Normal Nullspace Power Powmod Prem Primitive Primpart ProbSplit Product Psi Quo RESol Randpoly Randprime Ratrecon Re Rem Resultant RootOf Roots SPrem Searchtext Shi Si Smith Sqrfree Ssi StruveH StruveL Sum Svd TEXT WeberE WeierstrassP WeierstrassPPrime WeierstrassSigma WeierstrassZeta WhittakerM WhittakerW Zeta abs add addcoords addressof algebraic algsubs alias allvalues anames antisymm applyop applyrule arccos arccosh arccot arccoth arccsc arccsch arcsec arcsech arcsin arcsinh arctan arctanh argument array assign assigned asspar assume asubs asympt attribute bernstein branches bspline cat ceil charfcn chrem close close coeff coeffs coeftayl collect combine commutat comparray compiletable compoly conjugate content context convergs convert coords copy cos cosh cost cot coth csc csch csgn currentdir dawson define degree denom depends diagonal diff diffop dilog dinterp assemble disassemble discont discrim dismantle divide dsolve eliminate ellipsoid elliptic_int entries eqn erf erfc erfi eulermac eval evala evalapply evalb evalc evalf evalfint evalgf evalhf evalm evaln evalr evalrC exp expand expandoff expandon extract factor factors fclose fdiscont feof fflush filepos fixdiv float floor fnormal fopen forget fortran fprintf frac freeze fremove frontend fscanf fsolve galois gc gcd gcdex genpoly getenv harmonic has hasfun hasoption hastype heap hfarray history hypergeom iFFT icontent identity igcd igcdex ilcm ilog ilog10 implicitdiff indets index indexed indices inifcn ininame initialcondition initialize insert int intat interface interp invfunc invztrans iostatus iperfpow iquo iratrecon irem iroot irreduc iscont isdifferentiable isolate ispoly isqrfree isqrt issqr latex lattice lcm lcoeff leadterm length lexorder lhs limit ln lnGAMMA log log10 lprint map map2 match matrix max maximize maxnorm maxorder member min minimize minpoly modp modp1 modp2 modpol mods msolve mtaylor mul nextprime nops norm normal nprintf numboccur numer odetest op open optimize order parse patmatch pclose pclose pdesolve pdetest pdsolve piecewise plot plot3d plotsetup pochhammer pointto poisson polar polylog polynom powmod prem prevprime primpart print printf procbody procmake product proot property protect psqrt queue quo radnormal radsimp rand randomize randpoly range rationalize ratrecon readbytes readdata readlib readline readstat realroot recipoly rem remove residue resultant rhs root roots round rsolve savelib scanf searchtext sec sech select seq series setattribute shake showprofile showtime sign signum simplify sin singular sinh sinterp smartplot3d solve solvefor sort sparse spline split splits sprem sprintf sqrfree sqrt sscanf ssystem stack string sturm sturmseq subs subsop substring sum surd symmdiff symmetric syntax system table tan tanh testeq testfloat thaw thiele time timelimit translate traperror trigsubs trunc type typematch unames unapply unassign unload unprotect userinfo value vector verify whattype with worksheet writebytes writedata writeline writestat writeto zip ztrans )) */ mpl_function = /\b(&(^|and|i(ff|mplies.)|mod|n(and|o(r|t))|or|xor)\ |A(Factor(|s)|ir(i(AiZeros|BiYZeros)|y(Ai(|Zeros)|Bi(|Zeros)))|ngerJ()\ |ppolonius\ |r(chimedean\ |e(Co(llinear()|n(c(urrent()|yclic)|jugate())|planar())|Distinct\ |Harmonic|Orthogonal|P(arallel()|erpendicular())|Similar|Tangent)))\ |B(|e(rlekamp|ssel(I()|J(|Zeros())|K()|Y(|Zeros()))|ta()))\ |C(|HFARRAY|h(i()|ristoffel(1|2))|i(|rcleOfSimilitude)|o(mpSeq|ntent)\ |ross(Product|Ratio))\ |D(|E(Sol|normal|plot(|3d)|tools)|Factor|changevar|e(finedAs()|rivedS|t)\ |i(ff()|rac()|stDeg|vide)|oubleint)\ |E(i(|genvals|nstein)\ |lliptic(C(E()|K()|Pi())|E()|F()|K()|Modulus()|Nome()|Pi())|quation()\ |ta|uler(Circle|Line)|val|x(pand()|ternalBisector))\ |F(|FT|actor(|s)|indAngle()|resnel(C()|S()|f()|g()))\ |G(|AMMA()|CRD|F()\ |I(basis|chrem|divisor|fac(poly|set|tor(|s))|gcd(|ex)|hermite|issqr|lcm\ |mcmbine|n(earest|o(div|rm(|al)))|order|p(hi|rime)|qu(adres|o)\ |r(em|oots)|s(ieve|mith|qr(free|t))|unitnormal)\ |RADIENT|auss(AGM()|Int|e(jord|lim))|cd(|ex)|ergonnePoint\ |lideReflection()\ |r(amSchmidt\ |eat(Dodecahedron|Icosahedron|Rhombi(cuboctahedron|icosidodecahedron)\ |StellatedDodecahedron)\ |oebner))\ |H(|ESSIAN|a(nkelH(1()|2())|rmonicConjugate)\ |e(aviside()|rmite|xakis(Icosahedron|Octahedron))\ |orizontal(Coord|Name)|ypersum)\ |I(m()|n(Radius|t(|erp)|verse)|rreduc\ |s(Archimedean|Equilateral()|Facetted|On(Circle|Line|Object)|Quasi\ |R(egular|ightTriangle())|Stellated|Tangent()))\ |J(|ACOBIAN\ |acobi(AM()|C(D()|N()|S())|D(C()|N()|S())|N(C()|D()|S())|S(C()|D()|N())\ |Theta(1()|2()|3()|4())|Zeta()|an)\ |ordanBlock)\ |K(elvin(Be(i()|r())|He(i()|r())|Ke(i()|r()))|illing_eqns|ummer(M()|U()))\ |L(|C(LM|S)|REtools|Udecomp|ambertW()|cm\ |e(gendre(P()|Q())|rchPhi()|vi_Civita)|i(|e(|_diff)|mit|n(eint|solve))\ |ommelS(1()|2())|rank)\ |M(|O(D2|LS)|a(jorAxis|keSquare|ple_floats|tlab(|Matrix))|eijerG()\ |i(dRadius|norAxis))\ |N(ONNEGATIVE|agelPoint|ormal(|Closure)|ullspace)|OnSegment()\ |P(|DE(changecoords|plot)|arallelLine\ |e(dalTriangle\ |nta(gonal(Hexacontahedron|Icositetrahedron)|kisDodecahedron)\ |rpen(Bisector|dicularLine))\ |o(int|l(ar|e)|w(er|mod))|r(em|im(itive|part)|o(bSplit|duct()))|si())\ |Q(Rdecomp|uo)\ |R(E(Sol|c(ontent|reate)|p(lot|rimpart)|reduceorder|to(DE|delta|proc))\ |a(dical(Axis|Center()|Line|Plane)|nd(Element|p(oly|rime))|trecon)\ |e(|gular(Poly(gon|hedron)|StarPolygon)|m|sultant)\ |hombic(Dodecahedron|Triacontahedron)|i(cci(|scalar)|emann(|F|Psols))\ |o(ot(Of|s)|senfeld_Groebner|tatoryReflection))\ |S(Prem|crewDisplacement|e(archtext|nsedMagnitude)|hi()|i(|msonLine)\ |m(all(Rhombi(cuboctahedron|icosidodecahedron)|StellatedDodecahedron)\ |ith)\ |nub(Cube|Dodecahedron)|piralRotation|qrfree|si()\ |tr(etchR(eflection|otation)|uve(H()|L()))|um(|tohyper)|vd|ylow)\ |T(|D|EXT|angent(Line|Plane)|etrakisHexahedron\ |r(apezoidal(Hexecontahedron|Icositetrahedron)\ |i(akis(Icosahedron|Octahedron|Tetrahedron)|pleint)\ |uncated(Cuboctahedron|Dodecahedron|Hexahedron|Icos(ahedron|idodecahedron)\ |Octahedron|Tetrahedron)))\ |U|Vertical(Coord|Name)\ |W(e(berE()|ierstrass(P(|Prime())|Sigma()|Zeta()|form)|yl)\ |hittaker(M()|W()))\ |Zeta()\ |a(b(elsol|s())|c(t|ycpoly)\ |d(d(|co(l|ords)|edge|r(essof|ow)|table|vertex)|j(acency|oint()))\ |l(g(curves|ebraic|subs)|ias|l(pairs|structs|values)|titude())\ |mortization\ |n(ames|cestor|gle|imate(|3d|curve)|nu(ity|l)|ova|tisymm(|etrize))\ |pply(|op|rule)\ |r(c(|c(o(s(|h())|t(|h()))|sc(|h()))|s(ec(|h())|in(|h()))|tan(|h()))\ |e(a()|conjugate)|gument()|r(ay|ivals|ow))\ |s(s(emble|ign(|ed)|par|ume)|ubs|ympt(|otes))|ttribute\ |u(gment|to(nomous|simp)))\ |b(a(cksub|nd|sis())|e(l(l|ongs_to)|qual|rn(oulli(|sol)|stein)|ta|zout)\ |i(components|gomega|nomial()|sector)|l(ackscholes|ock(|matrix))\ |oxplot|ranches|s(imp|pline)|uilds(ol|ym))\ |c(a(non(|i)|rtprod|shflows|t)|df|e(il()|nt(er()|r(alizer|oid())))\ |frac(|pol)\ |h(a(nge(_basis|coords|var)|r(acter|fcn|mat|poly()))\ |eb(deg|mult|pade|sort|yshev)|i(nisol|square)|o(l(|esky)|ose)\ |r(em|ompoly))\ |irc(le()|umcircle)|l(a(irautsol|ssmark)|ose(|link))\ |o(degen|ef(f(|icientofvariation|s)|tayl)|l(|dim|lect|spa(ce|n))\ |m(b(in(at|e())|struct)|mutat(|or)\ |p(a(nion|r(e|ray))|iletable|le(ment|te(|square)|xplot(|3d))\ |o(ly|nents|s(e|ition))))\ |n(d|e|f(ormal|racform)|ic|j(|part|ugate())|ne(ct(|ivity)|xF)\ |st(|coeffsol(|s))|t(e(nt|xt)|ourplot(|3d)|ract())\ |ve(r(gs|t(|Alg|NP|sys))|xhull()))\ |ord(inates()|plot(|3d)|s)|py(|into)|re|s(|ets|h()|rep|t())|t(|h())\ |unt(|cuts|missing|trees)|v(_diff|ariance))\ |r(eate|ossprod)|s(c(|h())|gn())|term\ |u(b(e()|o(ctahedron()|id))|mulativefrequency|r(l|rentdir|ve)|t(in|out))\ |y(cl(e(|base)|otomic)|linder(|plot)))\ |d(|1metric|2metric|a(ughter|wson)|cdf\ 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|f(ac(e(s()|t)|tor(|EQ|ial|s(|et)))|close|discont|e(asible|of|rmat)\ |f(gausselim|lush|t)|glm\ |i(bonacci()|eld(_extension|plot(|3d))|lepos|n(ance|ished)|rst(lin|part)\ |t|xdiv)\ |lo(at|or()|w(|poly))|normal\ |o(c(i()|us)|pen\ |r(get()|k|m(|al_(power_series|sol)|part)|tran()|wardsub)\ |urier(|cos|sin))\ |printf|r(a(c()|me|tio)|e(eze|move|quency)|o(benius|minert|ntend))\ |s(canf|olve)|u(n(ction|dcyc)|turevalue))\ |g(a(lois|mma|uss(elim|jord))|basis|c(|d(|ex))\ |e(n(_exp|e(qns|rate_ic)|func|homosol|matrix|poly|us)\ |o(desic_eqns|m(3d|etr(icmean|y)))\ |t(_(c(har|ompts)|rank)|coeff|env|form|label|var))\ |f(eqns|s(eries|olve))|irth|osper\ |r(a(d(|plot(|3d))|ph(|ical)|ycode)|e(ater|lgroup)\ |o(up(|member|order)|wing(annuity|perpetuity)))\ |s(imp|olve)|union)\ |h(a(damard|milton_eqs|nkel|rmonic(|mean)|s(|closure|fun|option|type))\ |e(a(d|p)|misphere|rmite(|_pade)|ssian|xahedron())|farray\ |i(lbert(|dim|poly|series)|sto(gram|ry))\ |o(mo(geneous|logy()|thety())|ok|rner(|form))|transpose\ |yper(bola()|geom(|sols)|recursion|sum|term))\ |i(FFT|c(df|o(ntent|s(ahedron()|idodecahedron())))|d(cdf|entity)\ |factor(|s)|gcd(|ex)|hermite|l(cm|og(|10()))\ |m(agunit|p(licit(diff|plot(|3d))|ortdata))\ |n(ci(den(ce|t())|rcle)|d(e(gree|pvars|ts|x(|ed|func))|ic(es|ialeq)|uce)\ |equa(l|tions)|f(gen|norm)\ |i(fcn|name|t(|ial(|_conditions|condition|ize)))|nerprod|sert\ |t(|at|basis\ |e(gra(l_basis()|nd|te_sols)|r(|_reduce|cept|face|p|section()))|factor\ |parts|rep2maple|t(ovec|rans))\ |v(|ars|cfrac|er(s(e()|ion())|t)|f(ourier|unc)|hilbert|laplace|mellin\ |p(erm|hi)|ztrans))\ |ostatus|perfpow|quo|r(atrecon|em|oot|reduc)\ |s(_(finite|orthonomic|solvable)|abelian|cont|differentiable|mith|normal\ |ol(ate()|ve)|p(lanar|oly|rime)|qr(free|t)|s(imilar|qr(|free)|ubgroup)\ |zero)\ |t(erstructs|hprime))\ |j(_invariant|acobi(|an)|o(inprocs|rdan))\ |k(ernel|ill|ovacicsols|ronecker|urtosis)\ |l(a(mbda|plac(e|ian)|stpart|t(ex|tice)|urent)|c(m|oeff(|p))\ |e(a(d(coeff|er|mon|term())|st(mediansquare|sq(rs|uare)))\ |ft(box|division|sum)|gendre|ngth|velcoupon|xorder)\ |hs\ |i(es(ol|ymm)|mit|n(_com|alg|e(|_int|ar(correlation|sol))|solve)\ |st(contplot(|3d)|densityplot|plot(|3d)))\ |n(|GAMMA())|o(g(|10()|ic|logplot|plot)|wer)|print|u)\ |m(a(ke(forms|global|p(aram|roc())|void)|p(|2|le2intrep)\ |t(add|ch|rix(|DE|plot))|x(|degree|imize()|norm|order))\ |combine|e(an(|deviation)|dia(l|n())|llin|mber|rsenne|t(hod|ric))\ |i(d(dle(box|sum)|point())|n(|cut|degree|im(ax|ize())|kowski|or|poly())\ |polys|xpar())\ |log|o(bius|d(e|p(|1|2|ol)|s)|ment|ving)|root|s(olve|qrt)|taylor\ |ul(|col|perms|t(|const|i(apply|nomial|ply()))))\ |n(e(arestp|gative|ighbors|tworks|w|xt(p(art|rime())|struct))\ |o(ps|rm(|al(|d|f|ize(|r))))|p(curve|rintf|spin)\ |th(conver|denom|numer|pow)\ |um(approx|b(com(b|p)|occur|p(art|erm))|er|theory))\ |o(ctahedron()|de(45|advisor|p(de|lot)|test)|neway\ |p(|en(|link)|timize())|r(bit|d(er(|ing|p)|p)|tho(center|g|poly))\ |utdegree)\ |p(a(ck(args|locals)|d(e|ic)\ |r(a(bola|llel()|metri(csol|zation))|eto|ity|se|ti(al_diff|tion))\ |t(h|match))\ |close()|d(e(solve|test|xpand)|f|solve)\ |e(r(centile|m(anent|group|rep|ute(|_indices))|petuity)|t(ersen|rov))\ |f|h(aseportrait|i)|i(e(cewise|slice)|pe|vot(|eqn|var))\ |l(ane|ot(|3d|_knot|s(|etup)|tools))\ |o(chhammer()|i(n(care|t(|plot(|3d)|to))|sson)\ |l(ar(|plot)|e\ |y(gon(|plot(|3d))|hedra(_supported|plot)|log()|nom|sols()))\ |pen|tential\ |w(add|c(os|reate)|diff|e(r(_series_solution|p(c|s)|set)|xp)|int|log|mod\ |poly|s(eries()|in|olve|qrt|ubs)))\ |primroot\ |r(e(m|p2trans|s(|entvalue)|tend_gbasis|vp(art|rime()))\ |i(m(part|root)|nt(|_ranking|f))\ |o(c(body|ess|make)|d(|uct)|ject(|ion())|long|ot|perty|tect))\ |sqrt|uiseux)\ |q(r|u(a(dr(aticmean|es)|ntile|rtile)|eue|o(|tient)))\ |r(a(d(ius()|normal|simp)|ise\ |n(d(|bool|comb|matrix|om(|ize)|p(art|erm|o(int()|ly))|vector)|ge()\ |k(|poly))\ |t(io(|nalize)|polysols|recon|sols|valuep))\ |e(a(d(bytes|data|li(b|ne)|stat)|lroot)|c(ip(oly|rocation)|tangle)\ |duce(|Order|d(|_form))|f(erences|lect(|ion()))|gularsp|m(|ez|ove)\ |namevar|plot|s(idue|ultant)|version|write_rules)\ |gf_(charseq|e(ncode|xpand)|findrecur|hybrid|norm|pfrac|relate\ |s(equence|imp)|term)\ |hs|i(ccati(|sol)|ght(box|division|sum))\ |o(ot(|locus|p|s(|unity))|tat(e|ion())|und()|w(|dim|spa(ce|n)))|solve)\ |s(a(feprime|tisfy|ve(lib|table))\ |c(a(l(ar(|mul|part)|e(|weight))|nf|tterplot)|hlafli())\ |e(archtext|c(|h())|gment()|lect|mi(logplot|torus)|para(blesol|nt)|q\ |ries|t(attribute|options(|3d)|up()|var))\ |h(ake|ift|o(rtpathtree|w(|profile|t(angent|ime)))|rink)\ |i(des()|g(ma|n(|um()))|m(ilitude|p(comb|form|l(ex|ify)|son))\ |n(|gular(|ities|vals)|h()|terp)|ze)\ |kewness|lope()|m(artplot3d|ith)|o(lve(|for)|rt)\ |p(a(cecurve|n(|poly|tree)|rse(|matrixplot))|here(|plot)|li(ne|t(|s))\ |oly|r(em|intf))\ |q(2factor|r(free|t())|uare())|s(canf|ystem)\ |t(a(ck(|matrix)|ndard(deviation|ize|score)|t(evalf|plots|s(|ort)|value))\ |ellate()|irling(1|2)|r(etch|ing)|u(dent(|st)|rm(|seq)))\ |u(b(grel|matrix|s(|ets|op|tring)|tract(|from)|vector)\ |m(|2sqr|basis|data|mand|recursion|to(hyper|ols))|r(d()|fdata))\ |wap(args|col|row)\ |y(lvester|m(gen|m(diff|etri(c(|_p(ower|roduct))|ze))|test)|ntax|stem))\ |t(a(ble()|il|lly(|into)|n(|gentpc|h())|ssume|u(|tology)|ylor)\ |e(nsor(|sGR)|rm(order|scale)|st(eq|float|order)|trahedron()|xtplot(|3d))\ |h(aw|iele|ue)|i(me(|limit)|s)|name|o(eplitz|inert|rus|torder)|psform\ |r(a(ce|ns(form()|grp|inv|lat(e()|ion())|p(ose()|rod))|pe(rror|zoid))\ |i(angle()|gsubs)|unc())\ |u(beplot|ttepoly)|ype(|match))\ |u(n(a(mes|pply|ssign)|ivpoly|load|protect|translate)|serinfo)\ |v(a(lue(|p)|ndermonde|r(iance|param))|degree\ |e(c(potent|t(dim|o(int|r())))|r(ify|t(ex|ices())))|fix|o(id|lume())\ |weight)\ |w(ait|collect|degree()|edge(|set)|hattype|ith|orksheet\ |r(ite(bytes|data|line|stat|to)|onskian)|subs)\ |x(coord|name|s(cale|hift)|yexchange)\ |y(coord|ieldtomaturity|name|s(cale|hift)|zexchange())\ |z(coord|ip|name|oom|s(cale|hift)|trans))\b/; state mpl_string extends Highlight { /\\\\./ { language_print ($0); } /[\"]/ { language_print ($0); return; } } state mpl_unev extends Highlight { /\\\\./ { language_print ($0); } /[\']/ { language_print ($0); return; } } state maple extends HighlightEntry { /* Comments */ /#/ { comment_face (true); language_print ($0); call (eat_one_line); comment_face (false); } /* Assignment */ /\:=/ { keyword_face (true); language_print ($0); keyword_face (false); } /* Continuation */ /\.\./ { keyword_face (true); language_print ($0); keyword_face (false); } /* Typematch */ /\:\:/ { keyword_face (true); language_print ($0); keyword_face (false); } /* Matrix start */ /\[/ { type_face (true); language_print ($0); type_face (false); } /* Matrix end */ /\]/ { type_face (true); language_print ($0); type_face (false); } /* Function */ mpl_function { type_face (true); language_print ($0); type_face (false); } /* Keyword */ mpl_keyword { keyword_face (true); language_print($0); keyword_face (false); } /* Function definition */ /^([a-zA-Z_][a-zA-Z_0-9]*)([ \t]*\:=[ \t]*)(proc)([ \t]*\()/ { function_name_face (true); language_print ($1); function_name_face (false); keyword_face (true); language_print ($2); language_print ($3); keyword_face (false); language_print ($4); } /* Strings */ /* "any number of characters" */ /[\"]/ { string_face (true); language_print ($0); call (mpl_string); string_face (false); } /* Unevaluated expression */ /* 'any number of characters' */ /[\']/ { variable_name_face (true); language_print ($0); call (mpl_unev); variable_name_face (false); } /* Ignore escaped quote marks */ /\\\"/ { language_print ($0); } /\\\'/ { language_print ($0); } } /* Local variables: mode: c End: */