priceless-mathematica
Version:
Advanced Mathematica mode for CodeMirror 6
1,480 lines (1,473 loc) • 1.13 MB
JavaScript
/*
Take[Drop[Names["System`*"], 110 + 6], All];
Map[If[! (KeyExistsQ[Information[#] // First, "Usage"] // TrueQ),
Missing[], <|"label" -> #, "type" -> "keyword",
"info" -> StringLimitTake[
Information[#]["Usage"] // TextString // ToString,
100]|>] &, %];
ExportString[% // DeleteMissing, "JSON"]
*/
/*
{"EC[CapitalAlpha]", "EC[CapitalBeta]", "EC[CapitalGamma]",
"EC[CapitalDelta]", "EC[CapitalEpsilon]", "EC[CapitalZeta]",
"EC[CapitalEta]", "EC[CapitalTheta]", "EC[CapitalIota]",
"EC[CapitalKappa]", "EC[CapitalLambda]", "EC[CapitalMu]",
"EC[CapitalNu]", "EC[CapitalXi]", "EC[CapitalOmicron]", "EC[CapitalPi]",
"EC[CapitalRho]", "EC[CapitalSigma]", "EC[CapitalTau]",
"EC[CapitalUpsilon]", "EC[CapitalPhi]", "EC[CapitalChi]",
"EC[CapitalPsi]", "EC[CapitalOmega]", "EC[Alpha]", "EC[Beta]",
"EC[Gamma]", "EC[Delta]", "EC[CurlyEpsilon]", "EC[Zeta]", "EC[Eta]",
"EC[Theta]", "EC[Iota]", "EC[Kappa]", "EC[Lambda]", "EC[Mu]", "EC[Nu]",
"EC[Xi]", "EC[Omicron]", "EC[Pi]", "EC[Rho]", "EC[FinalSigma]",
"EC[Sigma]", "EC[Tau]", "EC[Upsilon]", "EC[CurlyPhi]", "EC[Chi]",
"EC[Psi]", "EC[Omega]", "EC[CurlyTheta]", "EC[CurlyCapitalUpsilon]",
"EC[Phi]", "EC[CurlyPi]", "EC[CapitalStigma]", "EC[Stigma]",
"EC[CapitalDigamma]", "EC[Digamma]", "EC[CapitalKoppa]", "EC[Koppa]",
"EC[CapitalSampi]", "EC[Sampi]", "EC[CurlyKappa]", "EC[CurlyRho]",
"EC[Epsilon]"};
With[{s = #},
<|"label" -> Switch[StringDrop[StringTake[s, 4], 2],
"Ca",
ToLowerCase[
StringDrop[StringTake[s, 3], 2] <>
StringDrop[StringTake[s, 10], 9]], "Cu",
ToLowerCase[
StringDrop[StringTake[s, 3], 2] <>
StringDrop[StringTake[s, 10 - 2], 9 - 2]], _,
ToLowerCase[StringDrop[StringTake[s, 3], 2]]],
"type" -> "text", "apply" -> #,
"detail" -> StringDrop[StringDrop[#, 2], -1]
|>
] & /@ %;
ExportString[%, "JSON"
*/
export let defaultFunctions = [
{
"label":"AASTriangle",
"type":"keyword",
"info":"AASTriangle[Î\\[PlusMinus], Îb2, a] returns a filled triangle with angles Î\\[PlusMinus] and Î\.b2 and side length a, where a is adj"
},
{
"label":"AbelianGroup",
"type":"keyword",
"info":"AbelianGroup[{n , n , â¦}] represents the direct product of the cyclic groups of degrees n , n , â¦.\n "
},
{
"label":"Abort",
"type":"keyword",
"info":"Abort[] generates an interrupt to abort a computation. "
},
{
"label":"AbortKernels",
"type":"keyword",
"info":"AbortKernels[] aborts evaluations running in all parallel subkernels."
},
{
"label":"AbortProtect",
"type":"keyword",
"info":"AbortProtect[expr] evaluates expr, saving any aborts until the evaluation is complete. "
},
{
"label":"AbortScheduledTask",
"type":"keyword",
"info":"AbortScheduledTask[task] interrupts any currently evaluating instances of the cloud task task."
},
{
"label":"Above",
"type":"keyword",
"info":"Above is a symbol that represents the region above an object for purposes of placement."
},
{
"label":"Abs",
"type":"keyword",
"info":"Abs[z] gives the absolute value of the real or complex number z. "
},
{
"label":"AbsArg",
"type":"keyword",
"info":"AbsArg[z] gives the list {Abs[z], Arg[z]} of the number z."
},
{
"label":"AbsArgPlot",
"type":"keyword",
"info":"AbsArgPlot[f, {x, x , x }] generates a plot of Abs[f] colored by Arg[f] as a function of x â ï\\[Micro] f"
},
{
"label":"Absolute",
"type":"keyword",
"info":"System`Absolute"
},
{
"label":"AbsoluteCorrelation",
"type":"keyword",
"info":" "
},
{
"label":"AbsoluteCorrelationFunction",
"type":"keyword",
"info":"AbsoluteCorrelationFunction[data, hspec] estimates the absolute correlation function at lags hspec f"
},
{
"label":"AbsoluteCurrentValue",
"type":"keyword",
"info":"AbsoluteCurrentValue[item] gives the absolute current value of item at a location in the Wolfram Sys"
},
{
"label":"AbsoluteDashing",
"type":"keyword",
"info":"AbsoluteDashing[{d , d , â¦}] is a graphics directive which specifies that lines which follow are to "
},
{
"label":"AbsoluteFileName",
"type":"keyword",
"info":"AbsoluteFileName[\"name\"] gives the full absolute version of the name for a file in your filesystem."
},
{
"label":"AbsoluteOptions",
"type":"keyword",
"info":"AbsoluteOptions[expr] gives the absolute settings of options specified in an expression such as a gr"
},
{
"label":"AbsolutePointSize",
"type":"keyword",
"info":"AbsolutePointSize[d] is a graphics directive which specifies that points which follow are to be show"
},
{
"label":"AbsoluteThickness",
"type":"keyword",
"info":"AbsoluteThickness[d] is a graphics directive which specifies that lines which follow are to be drawn"
},
{
"label":"AbsoluteTime",
"type":"keyword",
"info":"AbsoluteTime[] gives the total number of seconds since the beginning of January 1, 1900, in your tim"
},
{
"label":"AbsoluteTiming",
"type":"keyword",
"info":"AbsoluteTiming[expr] evaluates expr, returning a list of the absolute number of seconds in real time"
},
{
"label":"AcceptanceThreshold",
"type":"keyword",
"info":"AcceptanceThreshold is an option that specifies the minimum threshold at which a result is considere"
},
{
"label":"AccountingForm",
"type":"keyword",
"info":"AccountingForm[expr] prints with all numbers in expr given in standard accounting notation. Accounti"
},
{
"label":"Accumulate",
"type":"keyword",
"info":"Accumulate[list] gives a list of the successive accumulated totals of elements in list. "
},
{
"label":"Accuracy",
"type":"keyword",
"info":"Accuracy[x] gives the effective number of digits to the right of the decimal point in the number x. "
},
{
"label":"AccuracyGoal",
"type":"keyword",
"info":"AccuracyGoal is an option for various numerical operations which specifies how many effective digits"
},
{
"label":"AcousticAbsorbingValue",
"type":"keyword",
"info":"AcousticAbsorbingValue[pred, vars, pars] represents a time or frequency domain absorbing boundary co"
},
{
"label":"AcousticImpedanceValue",
"type":"keyword",
"info":"AcousticImpedanceValue[pred, vars, pars] represents a time or frequency domain impedance boundary co"
},
{
"label":"AcousticNormalVelocityValue",
"type":"keyword",
"info":"AcousticNormalVelocityValue[pred, vars, pars] represents a time or frequency domain normal velocity "
},
{
"label":"AcousticPDEComponent",
"type":"keyword",
"info":"AcousticPDEComponent[vars, pars] yields an acoustic PDE term component with variables vars and param"
},
{
"label":"AcousticPressureCondition",
"type":"keyword",
"info":"AcousticPressureCondition[pred, vars, pars] represents a time or frequency domain pressure boundary "
},
{
"label":"AcousticRadiationValue",
"type":"keyword",
"info":"AcousticRadiationValue[pred, vars, pars] represents a time or frequency radiation boundary condition"
},
{
"label":"AcousticSoundHardValue",
"type":"keyword",
"info":"AcousticSoundHardValue[pred, vars, pars] represents a time or frequency domain sound hard boundary c"
},
{
"label":"AcousticSoundSoftCondition",
"type":"keyword",
"info":"AcousticSoundSoftCondition[pred, vars, pars] represents a time or frequency domain sound soft bounda"
},
{
"label":"ActionDelay",
"type":"keyword",
"info":"System`ActionDelay"
},
{
"label":"ActionMenu",
"type":"keyword",
"info":"ActionMenu[name, {lbl :> act , lbl :> act , â¦}] represents an action menu with label name and with"
},
{
"label":"ActionMenuBox",
"type":"keyword",
"info":"System`ActionMenuBox"
},
{
"label":"ActionMenuBoxOptions",
"type":"keyword",
"info":"ActionMenuBoxOptions ï¢ {opt ï¢ val , opt ï¢ val , â¦} is an option that specifies settings for Action"
},
{
"label":"Activate",
"type":"keyword",
"info":"Activate[expr] replaces all instances of Inactive[f] in expr with f.Activate[expr, patt] replaces on"
},
{
"label":"Active",
"type":"keyword",
"info":"Active is an option for ButtonBox, Cell, and Notebook that specifies whether a button should be acti"
},
{
"label":"ActiveClassification",
"type":"keyword",
"info":"ActiveClassification[f, {conf , conf , â¦}] gives an object representing the result of active classif"
},
{
"label":"ActiveClassificationObject",
"type":"keyword",
"info":"ActiveClassificationObject[â¦] represents the result of an ActiveClassification process."
},
{
"label":"ActiveItem",
"type":"keyword",
"info":"System`ActiveItem"
},
{
"label":"ActivePrediction",
"type":"keyword",
"info":"ActivePrediction[f, {conf , conf , â¦}] gives an object representing the result of active prediction "
},
{
"label":"ActivePredictionObject",
"type":"keyword",
"info":"ActivePredictionObject[â¦] represents the result of an ActivePrediction process."
},
{
"label":"ActiveStyle",
"type":"keyword",
"info":"ActiveStyle is an option for Hyperlink and related constructs that specifies styles to add when the "
},
{
"label":"AcyclicGraphQ",
"type":"keyword",
"info":"AcyclicGraphQ[g] yields True if the graph g is an acyclic graph and False otherwise."
},
{
"label":"AddOnHelpPath",
"type":"keyword",
"info":"AddOnHelpPath is a global option that specifies which directories are searched for additional help f"
},
{
"label":"AddSides",
"type":"keyword",
"info":"AddSides[rel, x] adds x to each side of the equation or inequality rel.AddSides[rel , rel ] adds the"
},
{
"label":"AddTo",
"type":"keyword",
"info":"x += dx adds dx to x and returns the new value of x. "
},
{
"label":"AddToSearchIndex",
"type":"keyword",
"info":"AddToSearchIndex[obj, content] adds the specified content to the existing search index object obj. A"
},
{
"label":"AddUsers",
"type":"keyword",
"info":"AddUsers[group, {user , â¦}] adds the users user to the permissions group group. \n "
},
{
"label":"AdjacencyGraph",
"type":"keyword",
"info":"AdjacencyGraph[amat] gives the graph with adjacency matrix amat.AdjacencyGraph[{v , v , â¦}, amat] gi"
},
{
"label":"AdjacencyList",
"type":"keyword",
"info":"AdjacencyList[g, v] gives a list of vertices adjacent to vertex v.AdjacencyList[g, patt] gives a lis"
},
{
"label":"AdjacencyMatrix",
"type":"keyword",
"info":"AdjacencyMatrix[g] gives the vertexâvertex adjacency matrix of the graph g.AdjacencyMatrix[{v ï¢ w, â¦"
},
{
"label":"AdjacentMeshCells",
"type":"keyword",
"info":"AdjacentMeshCells[mr, cellspec, d] gives cells of dimension d adjacent to the cell specified by cell"
},
{
"label":"Adjugate",
"type":"keyword",
"info":"Adjugate[m] gives the adjugate of a square matrix m."
},
{
"label":"AdjustmentBox",
"type":"keyword",
"info":"AdjustmentBox[box, opts] is a low-level box construct which displays with the placement of box adjus"
},
{
"label":"AdjustmentBoxOptions",
"type":"keyword",
"info":"AdjustmentBoxOptions is an option that specifies settings for AdjustmentBox objects."
},
{
"label":"AdjustTimeSeriesForecast",
"type":"keyword",
"info":"AdjustTimeSeriesForecast[tproc, forecast, newdata] adjusts forecast using new observations newdata a"
},
{
"label":"AdministrativeDivisionData",
"type":"keyword",
"info":"AdministrativeDivisionData[entity, property] gives the value of the specified property for the admin"
},
{
"label":"AffineHalfSpace",
"type":"keyword",
"info":"AffineHalfSpace[{p , â¦, p }, w] represents AffineSpace[{p , â¦, p }] extended in the directio"
},
{
"label":"AffineSpace",
"type":"keyword",
"info":"AffineSpace[{p , â¦, p }] represents the affine space passing through the points p .AffineSpace[p"
},
{
"label":"AffineStateSpaceModel",
"type":"keyword",
"info":"AffineStateSpaceModel[{a, b, c, d}, x] represents the affine state-space model x ' (t) ï\\[PlusMinus] a(x(t)) + b"
},
{
"label":"AffineTransform",
"type":"keyword",
"info":"AffineTransform[m] gives a TransformationFunction that represents an affine transform that maps r to"
},
{
"label":"After",
"type":"keyword",
"info":"After is a symbol that represents the region after an object for purposes of placement."
},
{
"label":"AggregatedEntityClass",
"type":"keyword",
"info":"AggregatedEntityClass[class, \"prop\" ï¢ f] represents an entity class containing a single entity with "
},
{
"label":"AggregationLayer",
"type":"keyword",
"info":"AggregationLayer[f] represents a layer that aggregates an array of arbitrary rank into a vector, usi"
},
{
"label":"AircraftData",
"type":"keyword",
"info":"AircraftData[entity, property] gives the value of the specified property for the aircraft entity.Air"
},
{
"label":"AirportData",
"type":"keyword",
"info":"AirportData[entity, property] gives the value of the specified property for the airport entity.Airpo"
},
{
"label":"AirPressureData",
"type":"keyword",
"info":"AirPressureData[] gives the most recent measurement for air pressure near the current location.AirPr"
},
{
"label":"AirSoundAttenuation",
"type":"keyword",
"info":"AirSoundAttenuation[spec, frequency] returns the sound attenuation coefficient in moist air for the "
},
{
"label":"AirTemperatureData",
"type":"keyword",
"info":"AirTemperatureData[] gives the most recent measurement for air temperature near the current location"
},
{
"label":"AiryAi",
"type":"keyword",
"info":"AiryAi[z] gives the Airy function Ai(z). "
},
{
"label":"AiryAiPrime",
"type":"keyword",
"info":" â\.b2\nAiryAiPrime[z] gives the derivative of "
},
{
"label":"AiryAiZero",
"type":"keyword",
"info":" th "
},
{
"label":"AiryBi",
"type":"keyword",
"info":"AiryBi[z] gives the Airy function Bi(z). "
},
{
"label":"AiryBiPrime",
"type":"keyword",
"info":" â\.b2\nAiryBiPrime[z] gives the derivative of "
},
{
"label":"AiryBiZero",
"type":"keyword",
"info":" th "
},
{
"label":"AlgebraicIntegerQ",
"type":"keyword",
"info":"AlgebraicIntegerQ[a] yields True if a is an algebraic integer, and yields False otherwise."
},
{
"label":"AlgebraicNumber",
"type":"keyword",
"info":" "
},
{
"label":"AlgebraicNumberDenominator",
"type":"keyword",
"info":"AlgebraicNumberDenominator[a] gives the smallest positive integer n such that n a is an algebraic in"
},
{
"label":"AlgebraicNumberNorm",
"type":"keyword",
"info":"AlgebraicNumberNorm[a] gives the norm of the algebraic number a."
},
{
"label":"AlgebraicNumberPolynomial",
"type":"keyword",
"info":"AlgebraicNumberPolynomial[a, x] gives the polynomial in x corresponding to the AlgebraicNumber objec"
},
{
"label":"AlgebraicNumberTrace",
"type":"keyword",
"info":"AlgebraicNumberTrace[a] gives the trace of the algebraic number a."
},
{
"label":"AlgebraicRules",
"type":"keyword",
"info":"System`AlgebraicRules"
},
{
"label":"AlgebraicRulesData",
"type":"keyword",
"info":"AlgebraicRulesData is an object returned by AlgebraicRules. Its OutputForm appears to be a list of r"
},
{
"label":"Algebraics",
"type":"keyword",
"info":"Algebraics represents the domain of algebraic numbers, as in x â Algebraics. "
},
{
"label":"AlgebraicUnitQ",
"type":"keyword",
"info":"AlgebraicUnitQ[a] yields True if a is an algebraic unit, and yields False otherwise."
},
{
"label":"Alignment",
"type":"keyword",
"info":"Alignment is an option which specifies how the contents of a displayed object should be aligned with"
},
{
"label":"AlignmentMarker",
"type":"keyword",
"info":"System`AlignmentMarker"
},
{
"label":"AlignmentPoint",
"type":"keyword",
"info":"AlignmentPoint is an option which specifies how objects should by default be aligned when they appea"
},
{
"label":"All",
"type":"keyword",
"info":"All is a setting used for certain options. In Part and related functions, All specifies all parts at"
},
{
"label":"AllowAdultContent",
"type":"keyword",
"info":"System`AllowAdultContent"
},
{
"label":"AllowedCloudExtraParameters",
"type":"keyword",
"info":"AllowedCloudExtraParameters is an option for APIFunction and related functions that specifies whethe"
},
{
"label":"AllowedCloudParameterExtensions",
"type":"keyword",
"info":"AllowedCloudParameterExtensions is an option for APIFunction and related functions that specifies wh"
},
{
"label":"AllowedDimensions",
"type":"keyword",
"info":"AllowedDimensions is an option for Grid and related functions that specifies the allowed minimum and"
},
{
"label":"AllowedFrequencyRange",
"type":"keyword",
"info":"AllowedFrequencyRange is an option for audio and signal processing functions that specifies the rang"
},
{
"label":"AllowedHeads",
"type":"keyword",
"info":"AllowedHeads is an option that specifies the heads of subexpressions into which a function may desce"
},
{
"label":"AllowGroupClose",
"type":"keyword",
"info":"AllowGroupClose is an option for Cell that specifies whether a cell group can be closed normally."
},
{
"label":"AllowIncomplete",
"type":"keyword",
"info":"System`AllowIncomplete"
},
{
"label":"AllowInlineCells",
"type":"keyword",
"info":"AllowInlineCells is an option for SelectedCells, Cell, and related constructs that specifies whether"
},
{
"label":"AllowKernelInitialization",
"type":"keyword",
"info":"System`AllowKernelInitialization"
},
{
"label":"AllowLooseGrammar",
"type":"keyword",
"info":"AllowLooseGrammar is an option for GrammarRules and related functions that specifies whether grammat"
},
{
"label":"AllowReverseGroupClose",
"type":"keyword",
"info":"AllowReverseGroupClose is an option for Cell that specifies whether a cell group can be reverse clos"
},
{
"label":"AllowScriptLevelChange",
"type":"keyword",
"info":"AllowScriptLevelChange is an option for fractions and grids that controls whether certain operators,"
},
{
"label":"AllowVersionUpdate",
"type":"keyword",
"info":"AllowVersionUpdate is an option for PacletInstall and PacletInstallSubmit that specifies whether a n"
},
{
"label":"AllTrue",
"type":"keyword",
"info":"AllTrue[{e , e , â¦}, test] yields True if test[e ] is True for all of the e .AllTrue[expr, test, lev"
},
{
"label":"Alphabet",
"type":"keyword",
"info":"Alphabet[] gives a list of the lowercase letters a through z in the English alphabet.Alphabet[type] "
},
{
"label":"AlphabeticOrder",
"type":"keyword",
"info":"AlphabeticOrder[string , string ] gives 1 if \"string \" appears before \"string \" in alphabetical orde"
},
{
"label":"AlphabeticSort",
"type":"keyword",
"info":"AlphabeticSort[list] sorts the elements of list into alphabetical order.AlphabeticSort[list, lang] s"
},
{
"label":"AlphaChannel",
"type":"keyword",
"info":"AlphaChannel[color] returns the opacity of color.AlphaChannel[image] returns the alpha channel of im"
},
{
"label":"AlternateImage",
"type":"keyword",
"info":"AlternateImage is an option to CDFInformation that specifies an image that should be used if the plu"
},
{
"label":"AlternatingFactorial",
"type":"keyword",
"info":"AlternatingFactorial[n] gives the alternating factorial a(n)."
},
{
"label":"AlternatingGroup",
"type":"keyword",
"info":"AlternatingGroup[n] represents the alternating group of degree n."
},
{
"label":"AlternativeHypothesis",
"type":"keyword",
"info":"AlternativeHypothesis is an option for hypothesis testing functions like LocationTest that specifies"
},
{
"label":"Alternatives",
"type":"keyword",
"info":"p | p | ⦠is a pattern object that represents any of the patterns p . \n 1 2 "
},
{
"label":"AltitudeMethod",
"type":"keyword",
"info":"AltitudeMethod is an option for SunPosition, MoonPosition, and related functions that determines whe"
},
{
"label":"AmbientLight",
"type":"keyword",
"info":"AmbientLight[col] is a three-dimensional graphics directive that specifies the uniform ambient light"
},
{
"label":"AmbiguityFunction",
"type":"keyword",
"info":"AmbiguityFunction is an option for SemanticInterpretation, Interpreter, and related functions that s"
},
{
"label":"AmbiguityList",
"type":"keyword",
"info":"AmbiguityList[{expr , expr , â¦}] represents possible results derived from an ambiguous semantic inte"
},
{
"label":"Analytic",
"type":"keyword",
"info":"Analytic is an option for Limit and Series. With Analytic -> True, unrecognized functions are treate"
},
{
"label":"AnatomyData",
"type":"keyword",
"info":"AnatomyData[entity, property] gives the value of the specified property for the anatomical structure"
},
{
"label":"AnatomyForm",
"type":"keyword",
"info":"AnatomyForm[g] is a graphics directive used in AnatomyPlot3D that specifies how anatomy entityâbased"
},
{
"label":"AnatomyPlot3D",
"type":"keyword",
"info":"AnatomyPlot3D[primitives, options] represents a three-dimensional graphical image that works with an"
},
{
"label":"AnatomySkinStyle",
"type":"keyword",
"info":"AnatomySkinStyle is an option of AnatomyPlot3D that specifies what style to use for automatically in"
},
{
"label":"AnatomyStyling",
"type":"keyword",
"info":"AnatomyStyling[g] is a graphics directive used in AnatomyPlot3D that specifies how anatomy entityâba"
},
{
"label":"AnchoredSearch",
"type":"keyword",
"info":"AnchoredSearch is an option for Find and FindList that specifies whether the text searched for must "
},
{
"label":"And",
"type":"keyword",
"info":"e && e && ⦠is the logical AND function. It evaluates its arguments in order, giving False immedia"
},
{
"label":"AndersonDarlingTest",
"type":"keyword",
"info":"AndersonDarlingTest[data] tests whether data is normally distributed using the AndersonâDarling test"
},
{
"label":"AngerJ",
"type":"keyword",
"info":" μ\nA"
},
{
"label":"AngleBisector",
"type":"keyword",
"info":"AngleBisector[{q , p, q }] gives the bisector of the interior angle at p formed by the triangle with"
},
{
"label":"AngleBracket",
"type":"keyword",
"info":"AngleBracket[x, y, â¦] displays as â© x, y, ⦠âª."
},
{
"label":"AnglePath",
"type":"keyword",
"info":"AnglePath[{θ , θ , θ , â¦}] gives the list of 2D coordinates corresponding to a path that starts at {"
},
{
"label":"AnglePath3D",
"type":"keyword",
"info":"AnglePath3D[{{Î\\[PlusMinus] , Î\.b2 , Î\.b3 }, {Î\\[PlusMinus] , Î\.b2 , Î\.b3 }, â¦}] gives the list of 3D coordinates of a path of an object"
},
{
"label":"AngleVector",
"type":"keyword",
"info":"AngleVector[θ] gives the list representing the 2D unit vector at angle θ relative to the x axis.Angl"
},
{
"label":"AngularGauge",
"type":"keyword",
"info":"AngularGauge[value] draws a gauge showing value in the range 0 to 1.AngularGauge[value, {min, max}] "
},
{
"label":"Animate",
"type":"keyword",
"info":"Animate[expr, {u, u , u }] generates an animation of expr in which u varies continuously from u "
},
{
"label":"AnimatedImage",
"type":"keyword",
"info":"AnimatedImage[{image , image , â¦}] generates an animation whose frames are the successive image . An"
},
{
"label":"AnimationCycleOffset",
"type":"keyword",
"info":"AnimationCycleOffset is an option for cells that specifies the relative position of the next graphic"
},
{
"label":"AnimationCycleRepetitions",
"type":"keyword",
"info":"AnimationCycleRepetitions is an option for cells that specifies the number of times a given animatio"
},
{
"label":"AnimationDirection",
"type":"keyword",
"info":"AnimationDirection is an option which specifies the direction to run an animation. "
},
{
"label":"AnimationDisplayTime",
"type":"keyword",
"info":"AnimationDisplayTime is an option for Cell that specifies the minimum time in seconds for which a ce"
},
{
"label":"AnimationRate",
"type":"keyword",
"info":"AnimationRate is an option for Animate and Animator that specifies at what rate an animation should "
},
{
"label":"AnimationRepetitions",
"type":"keyword",
"info":"AnimationRepetitions is an option to Animate and related functions that specifies how many times the"
},
{
"label":"AnimationRunning",
"type":"keyword",
"info":"AnimationRunning is an option to Animate and related functions that specifies whether the animation "
},
{
"label":"AnimationRunTime",
"type":"keyword",
"info":"AnimationRunTime is an option to Animator and related functions that indicates how long the animatio"
},
{
"label":"AnimationTimeIndex",
"type":"keyword",
"info":"AnimationTimeIndex is an option to Animator and related functions that specifies the current time in"
},
{
"label":"AnimationVideo",
"type":"keyword",
"info":"AnimationVideo[fexpr, {u, u , u }] generates a video of fexpr in which u varies from u to u "
},
{
"label":"Animator",
"type":"keyword",
"info":"Animator[u] represents an object that displays with the value of u being continually increased from "
},
{
"label":"AnimatorBox",
"type":"keyword",
"info":"System`AnimatorBox"
},
{
"label":"AnimatorBoxOptions",
"type":"keyword",
"info":"AnimatorBoxOptions ï¢ {opt ï¢ val , opt ï¢ val , â¦} is an option that specifies settings for Animator"
},
{
"label":"AnimatorElements",
"type":"keyword",
"info":"System`AnimatorElements"
},
{
"label":"Annotate",
"type":"keyword",
"info":"Annotate[obj, key ï¢ value] sets the annotation key ï¢ value for the object obj.Annotate[{obj, itemspe"
},
{
"label":"Annotation",
"type":"keyword",
"info":"Annotation[expr, data] represents an expression expr, with annotation data.Annotation[expr, data, \"t"
},
{
"label":"AnnotationDelete",
"type":"keyword",
"info":"AnnotationDelete[obj] deletes all annotations of the object obj.AnnotationDelete[{obj, itemspec}] de"
},
{
"label":"AnnotationKeys",
"type":"keyword",
"info":"AnnotationKeys[obj] lists all annotation keys available for the object obj.AnnotationKeys[{obj, item"
},
{
"label":"AnnotationRules",
"type":"keyword",
"info":"AnnotationRules is an option that allows specification of annotations to objects and items in object"
},
{
"label":"AnnotationValue",
"type":"keyword",
"info":"AnnotationValue[obj, key] gives the annotation value associated with key for the object obj.Annotati"
},
{
"label":"Annuity",
"type":"keyword",
"info":"Annuity[p, t] represents an annuity of fixed payments p made over t periods.Annuity[p, t, q] represe"
},
{
"label":"AnnuityDue",
"type":"keyword",
"info":"AnnuityDue[p, t] represents an annuity due of fixed payments p made over t periods.AnnuityDue[p, t, "
},
{
"label":"Annulus",
"type":"keyword",
"info":"Annulus[{x, y}, {r , r }] represents an annulus centered at {x, y} with inner radius r "
},
{
"label":"AnomalyDetection",
"type":"keyword",
"info":"AnomalyDetection[{example , example , â¦}] generates an AnomalyDetectorFunction[â¦] based on the examp"
},
{
"label":"AnomalyDetector",
"type":"keyword",
"info":"AnomalyDetector is an option for functions such as Classify that specifies an anomaly detector for t"
},
{
"label":"AnomalyDetectorFunction",
"type":"keyword",
"info":"AnomalyDetectorFunction[â¦] represents a function generated by AnomalyDetection for detecting whether"
},
{
"label":"Anonymous",
"type":"keyword",
"info":"Anonymous represents an option or other value that indicates the absence of a name."
},
{
"label":"Antialiasing",
"type":"keyword",
"info":"Antialiasing is an option that specifies whether antialiasing should be done."
},
{
"label":"Antihermitian",
"type":"keyword",
"info":"Antihermitian[{1, 2}] represents the symmetry of an antihermitian matrix."
},
{
"label":"AntihermitianMatrixQ",
"type":"keyword",
"info":"AntihermitianMatrixQ[m] gives True if m is explicitly antihermitian, and False otherwise."
},
{
"label":"Antisymmetric",
"type":"keyword",
"info":"Antisymmetric[{s , â¦, s }] represents the symmetry of a tensor that is antisymmetric in the slots s "
},
{
"label":"AntisymmetricMatrixQ",
"type":"keyword",
"info":"AntisymmetricMatrixQ[m] gives True if m is explicitly antisymmetric, and False otherwise."
},
{
"label":"Antonyms",
"type":"keyword",
"info":"Antonyms[\"word\"] returns the antonyms associated with the specified word."
},
{
"label":"AnyOrder",
"type":"keyword",
"info":"AnyOrder[p , p , â¦] is a grammar rules pattern object that represents a sequence of elements matchin"
},
{
"label":"AnySubset",
"type":"keyword",
"info":"AnySubset[{c , c , â¦}] represents an element in an interpreter or form that accepts any subset of th"
},
{
"label":"AnyTrue",
"type":"keyword",
"info":"AnyTrue[{e , e , â¦}, test] yields True if test[e ] is True for any of the e .AnyTrue[expr, test, lev"
},
{
"label":"Apart",
"type":"keyword",
"info":"Apart[expr] rewrites a rational expression as a sum of terms with minimal denominators. Apart[expr, "
},
{
"label":"ApartSquareFree",
"type":"keyword",
"info":"ApartSquareFree[expr] rewrites a rational expression as a sum of terms whose denominators are powers"
},
{
"label":"APIFunction",
"type":"keyword",
"info":"APIFunction[{name ï¢ type , name ï¢ type , â¦}, fun] represents an API with parameters name that eva"
},
{
"label":"Appearance",
"type":"keyword",
"info":"Appearance is an option for displayed objects such as Button and Slider that specifies the general t"
},
{
"label":"AppearanceElements",
"type":"keyword",
"info":"AppearanceElements is an option for functions like Manipulate that specifies what elements should be"
},
{
"label":"AppearanceRules",
"type":"keyword",
"info":"AppearanceRules is an option for form and page generation functions that specifies the overall appea"
},
{
"label":"AppellF1",
"type":"keyword",
"info":"AppellF1[a, b , b , c, x, y] is the Appell hypergeometric function of two variables F (a ; b , b ;"
},
{
"label":"Append",
"type":"keyword",
"info":"Append[expr, elem] gives expr with elem appended. Append[elem] represents an operator form of Append"
},
{
"label":"AppendCheck",
"type":"keyword",
"info":"System`AppendCheck"
},
{
"label":"AppendLayer",
"type":"keyword",
"info":"AppendLayer[] represents a net layer that takes an input array and appends another array to it."
},
{
"label":"AppendTo",
"type":"keyword",
"info":"AppendTo[x, elem] appends elem to the value of x, and resets x to the result. "
},
{
"label":"Application",
"type":"keyword",
"info":"f ï\\[Degree] g or Application[f, g] represents the formal application of f to g."
},
{
"label":"ApplicationIdentificationKey",
"type":"keyword",
"info":"System`ApplicationIdentificationKey"
},
{
"label":"Apply",
"type":"keyword",
"info":"f @@ expr or Apply[f, expr] replaces the head of expr by f. f@@@expr or Apply[f, expr, {1}] replaces"
},
{
"label":"ApplySides",
"type":"keyword",
"info":"ApplySides[f, rel] applies f to each side of the equation or inequality rel."
},
{
"label":"ApplyTo",
"type":"keyword",
"info":"ApplyTo[x, f] or x\/\/= f computes f[x] and resets x to the result."
},
{
"label":"ArcCos",
"type":"keyword",
"info":" -1\nArcCos[z] gives the arc cosine cos (z) of the complex number z"
},
{
"label":"ArcCosh",
"type":"keyword",
"info":" -1\nArcCosh[z] gives the inverse hyperbolic cosine"
},
{
"label":"ArcCot",
"type":"keyword",
"info":" -1\nArcCot[z] gives the arc cotangent cot (z) of the complex nu"
},
{
"label":"ArcCoth",
"type":"keyword",
"info":" -1\nArcCoth[z] gives the inverse hyperbolic cot"
},
{
"label":"ArcCsc",
"type":"keyword",
"info":" -1\nArcCsc[z] gives the arc cosecant csc (z) of the complex numb"
},
{
"label":"ArcCsch",
"type":"keyword",
"info":" -1\nArcCsch[z] gives the inverse hyperbolic cose"
},
{
"label":"ArcCurvature",
"type":"keyword",
"info":"ArcCurvature[{x , â¦, x }, t] gives the curvature of the parametrized curve whose Cartesian coordinat"
},
{
"label":"ARCHProcess",
"type":"keyword",
"info":"ARCHProcess[κ, {Î\\[PlusMinus] , â¦, Î\\[PlusMinus] }] represents an autoregressive conditionally heteroscedastic process of or"
},
{
"label":"ArcLength",
"type":"keyword",
"info":"ArcLength[reg] gives the length of the one-dimensional region reg.ArcLength[{x , â¦, x }, {t, t , t"
},
{
"label":"ArcSec",
"type":"keyword",
"info":" -1\nArcSec[z] gives the arc secant sec (z) of the complex number z"
},
{
"label":"ArcSech",
"type":"keyword",
"info":" -1\nArcSech[z] gives the inverse hyperbolic secant"
},
{
"label":"ArcSin",
"type":"keyword",
"info":" -1\nArcSin[z] gives the arc sine sin (z) of the complex number z. "
},
{
"label":"ArcSinDistribution",
"type":"keyword",
"info":"ArcSinDistribution[{x , x }] represents the arc sine distribution supported between x and x "
},
{
"label":"ArcSinh",
"type":"keyword",
"info":" -1\nArcSinh[z] gives the inverse hyperbolic sine sin"
},
{
"label":"ArcTan",
"type":"keyword",
"info":" -1 "
},
{
"label":"ArcTanh",
"type":"keyword",
"info":" -1\nArcTanh[z] gives the inverse hyperbolic tange"
},
{
"label":"Area",
"type":"keyword",
"info":"Area[reg] gives the area of the two-dimensional region reg.Area[{x , â¦, x }, {s, s , s }, {t, t "
},
{
"label":"Arg",
"type":"keyword",
"info":"Arg[z] gives the argument of the complex number z. "
},
{
"label":"ArgMax",
"type":"keyword",
"info":"ArgMax[f, x] gives a position x at which f is maximized.ArgMax[f, {x, y, â¦}] gives a position {x "
},
{
"label":"ArgMin",
"type":"keyword",
"info":"ArgMin[f, x] gives a position x at which f is minimized.ArgMin[f, {x, y, â¦}] gives a position {x "
},
{
"label":"ArgumentCountQ",
"type":"keyword",
"info":"ArgumentCountQ[head, len, min, max] tests whether the number len of arguments of a function head is "
},
{
"label":"ArgumentsOptions",
"type":"keyword",
"info":"ArgumentsOptions[f[args], n] tries to separate args into a list of n positional arguments followed b"
},
{
"label":"ARIMAProcess",
"type":"keyword",
"info":" "
},
{
"label":"ArithmeticGeometricMean",
"type":"keyword",
"info":"ArithmeticGeometricMean[a, b] gives the arithmeticâgeometric mean of a and b. "
},
{
"label":"ARMAProcess",
"type":"keyword",
"info":"ARMAProcess[{a , â¦, a }, {b , â¦, b }, v] represents a weakly stationary autoregressive moving-averag"
},
{
"label":"Around",
"type":"keyword",
"info":"Around[x, Î\.b4] represents an approximate number or quantity with a value around x and an uncertainty Î\.b4"
},
{
"label":"AroundReplace",
"type":"keyword",
"info":"AroundReplace[expr, {s ï¢ Around[x , Î\.b4 ], s ï¢ Around[x , Î\.b4 ], â¦}] propagates uncertainty in expr by"
},
{
"label":"ARProcess",
"type":"keyword",
"info":"ARProcess[{a , â¦, a }, v] represents a weakly stationary autoregressive process of order p with norm"
},
{
"label":"Array",
"type":"keyword",
"info":"Array[f, n] generates a list of length n, with elements f[i]. Array[f, n, r] generates a list using "
},
{
"label":"ArrayComponents",
"type":"keyword",
"info":"ArrayComponents[array] gives an array in which all identical elements of array are replaced by an in"
},
{
"label":"ArrayDepth",
"type":"keyword",
"info":"ArrayDepth[expr] gives the depth to which expr is a full array, with all the parts at a particular l"
},
{
"label":"ArrayFilter",
"type":"keyword",
"info":"ArrayFilter[f, array, r] applies f to all range-r blocks in the specified array.ArrayFilter[f, array"
},
{
"label":"ArrayFlatten",
"type":"keyword",
"info":"ArrayFlatten[{{m , m , â¦}, {m , m , â¦}, â¦}] creates a single flattened matrix from a matrix of m"
},
{
"label":"ArrayMesh",
"type":"keyword",
"info":"ArrayMesh[array] generates a mesh region from an array of rank d in which each cell has a geometric "
},
{
"label":"ArrayPad",
"type":"keyword",
"info":"ArrayPad[array, m] gives an array with m zeros of padding on every side. ArrayPad[array, m, padding]"
},
{
"label":"ArrayPlot",
"type":"keyword",
"info":"ArrayPlot[array] generates a plot in which the values in an array are shown in a discrete array of s"
},
{
"label":"ArrayPlot3D",
"type":"keyword",
"info":"ArrayPlot3D[array] generates a plot in which the values in an array are shown in a discrete array of"
},
{
"label":"ArrayQ",
"type":"keyword",
"info":"ArrayQ[expr] gives True if expr is a full array or a SparseArray object, and gives False otherwise. "
},
{
"label":"ArrayReduce",
"type":"keyword",
"info":"ArrayReduce[f, array, n] reduces dimension n of array by applying f.ArrayReduce[f, array, n ;; n ] "
},
{
"label":"ArrayResample",
"type":"keyword",
"info":"ArrayResample[array, {n , n , â¦}] resamples array to have dimensions {n , n , â¦}.ArrayResample[array"
},
{
"label":"ArrayReshape",
"type":"keyword",
"info":"ArrayReshape[list, dims] arranges the elements of list into a rectangular array with dimensions dims"
},
{
"label":"ArrayRules",
"type":"keyword",
"info":"ArrayRules[SparseArray[â¦]] gives the rules {pos ï¢ val , pos ï¢ val , â¦} specifying elements in a sp"
},
{
"label":"Arrays",
"type":"keyword",
"info":"Arrays[{d , â¦, d }] represents the domain of arrays of rank r and dimensions d .Arrays[{d , â¦, d }, "
},
{
"label":"Arrow",
"type":"keyword",
"info":"Arrow[{pt , pt }] is a graphics primitive that represents an arrow from pt to pt .Arrow[{pt , pt },"
},
{
"label":"Arrow3DBox",
"type":"keyword",
"info":"System`Arrow3DBox"
},
{
"label":"ArrowBox",
"type":"keyword",
"info":"System`ArrowBox"
},
{
"label":"Arrowheads",
"type":"keyword",
"info":"Arrowheads[spec] is a graphics directive specifying that arrows that follow should have arrowheads w"
},
{
"label":"ASATriangle",
"type":"keyword",
"info":"ASATriangle[Î\\[PlusMinus], c, Î\.b2] returns a filled triangle with angles Î\\[PlusMinus] and Î\.b2 and side length c, and c is adjac"
},
{
"label":"Ask",
"type":"keyword",
"info":"Ask[\"key\"] is a construct for use inside AskFunction that gives the value associated with key, or in"
},
{
"label":"AskAppend",
"type":"keyword",
"info":"AskAppend[\"key\"] is a construct for use inside AskFunction that asks for a new value, appends it to "
},
{
"label":"AskConfirm",
"type":"keyword",
"info":"AskConfirm[\"key\"] is a construct for use inside AskFunction that asks for confirmation of the curren"
},
{
"label":"AskDisplay",
"type":"keyword",
"info":"AskDisplay[expr] is a construct for use inside AskFunction that displays the result of evaluating ex"
},
{
"label":"AskedQ",
"type":"keyword",
"info":"AskedQ[\"key\"] is a construct for use inside AskFunction that gives True if a value is currently asso"
},
{
"label":"AskedValue",
"type":"keyword",
"info":"AskedValue[\"key\"] is a construct for use inside AskFunction that gives the value associated with key"
},
{
"label":"AskFunction",
"type":"keyword",
"info":"AskFunction[body] evaluates body, interactively asking for values specified by Ask[â¦] and related co"
},
{
"label":"AskState",
"type":"keyword",
"info":"AskState[] is a construct for use inside AskFunction that returns an association of all values in th"
},
{
"label":"AskTemplateDisplay",
"type":"keyword",
"info":"AskTemplateDisplay[fun] is a construct for use inside AskFunction that displays the result of applyi"
},
{
"label":"AspectRatio",
"type":"keyword",
"info":"AspectRatio is an option for Graphics and related functions that specifies the ratio of height to wi"
},
{
"label":"AspectRatioFixed",
"type":"keyword",
"info":"AspectRatioFixed is an option for Cell that specifies whether graphics in the cell should be constra"
},
{
"label":"Assert",
"type":"keyword",
"info":"Assert[test] represents the assertion that test is True. If assertions have been enabled, test is ev"
},
{
"label":"AssessmentFunction",
"type":"keyword",
"info":"AssessmentFunction[key] represents a tool for assessing whether answers are correct according to the"
},
{
"label":"AssessmentResultObject",
"type":"keyword",
"info":"AssessmentResultObject[assoc] represents the results of an assessment.AssessmentResultObject[{aro , "
},
{
"label":"AssociateTo",
"type":"keyword",
"info":"AssociateTo[a, key ï¢ val] changes the association a by adding the key-value pair key ï¢ val.Associate"
},
{
"label":"Association",
"type":"keyword",
"info":"Association[key ï¢ val , key ï¢ val , â¦] or ï key ï¢ val , key ï¢ val , ⦠ï represents an associatio"
},
{
"label":"AssociationFormat",
"type":"keyword",
"info":"AssociationFormat is an option to TextString and related functions that determines how associations "
},
{
"label":"AssociationMap",
"type":"keyword",
"info":"AssociationMap[f, {key , key , â¦}] creates the association ï key ï¢ f[key ], key ï¢ f[key ], ⦠ï.Ass"
},
{
"label":"AssociationQ",
"type":"keyword",
"info":"AssociationQ[expr] gives True if expr is a valid Association object, and False otherwise."
},
{
"label":"AssociationThread",
"type":"keyword",
"info":"AssociationThread[{key , key , â¦} ï¢ {val , val , â¦}] gives the association ï key ï¢ val , key ï¢ val"
},
{
"label":"AssumeDeterministic",
"type":"keyword",
"info":"AssumeDeterministic is an option for functions such as BayesianMinimization that specifies whether o"
},
{
"label":"Assuming",
"type":"keyword",
"info":"Assuming[assum, expr] evaluates expr with assum appended to ECAssumptions, so that assum is included "
},
{
"label":"Assumptions",
"type":"keyword",
"info":"Assumptions is an option for functions such as Simplify, Refine, and Integrate that specifies defaul"
},
{
"label":"AstronomicalData",
"type":"keyword",
"info":"AstronomicalData[\"name\", \"property\"] gives the value of the specified property of the astronomical o"
},
{
"label":"Asymptotic",
"type":"keyword",
"info":"Asymptotic[expr, x ï¢ x ] gives an asymptotic approximation for expr near x .Asymptotic[expr, {x, x ,"
},
{
"label":"AsymptoticDSolveValue",
"type":"keyword",
"info":"AsymptoticDSolveValue[eqn, f, x ï¢ x ] computes an asymptotic approximation to the differential equat"
},
{
"label":"AsymptoticEqual",
"type":"keyword",
"info":" * * "
},
{
"label":"AsymptoticEquivalent",
"type":"keyword",
"info":" * * "
},
{
"label":"AsymptoticExpectation",
"type":"keyword",
"info":"AsymptoticExpectation[expr, x ï dist, a ï¢ a ] computes an asymptotic approximation for the expectati"
},
{
"label":"AsymptoticGreater",
"type":"keyword",
"info":" * * "
},
{
"label":"AsymptoticGreaterEqual",
"type":"keyword",
"info":" * * "
},
{
"label":"AsymptoticIntegrate",
"type":"keyword",
"info":" "
},
{
"label":"AsymptoticLess",
"type":"keyword",
"info":" * * "
},
{
"label":"AsymptoticLessEqual",
"type":"keyword",
"info":" * * "
},
{
"label":"AsymptoticOutputTracker",
"type":"keyword",
"info":"AsymptoticOutputTracker[sys, {f , â¦}, {p , â¦}] gives the state feedback control law that causes the "
},
{
"label":"AsymptoticProbability",
"type":"keyword",
"info":"AsymptoticProbability[pred, x ï dist, a ï¢ a ] computes an asymptotic approximation for the probabili"
},
{
"label":"AsymptoticProduct",
"type":"keyword",
"info":" "
},
{
"label":"AsymptoticRSolveValue",
"type":"keyword",
"info":"AsymptoticRSolveValue[eqn, f, x ï¢ â] computes an asymptotic approximation to the difference equation"
},
{
"label":"AsymptoticSolve",
"type":"keyword",
"info":"AsymptoticSolve[eqn, y ï¢ b, x -> a] computes asymptotic approximations of solutions y[x] of the equa"
},
{
"label":"AsymptoticSum",
"type":"keyword",
"info":" "
},
{
"label":"Asynchronous",
"type":"keyword",
"info":"Asynchronous is an option for WolframAlpha that determines whether to use the asynchronous features "
},
{
"label":"AsynchronousTaskObject",
"type":"keyword",
"info":"AsynchronousTaskObject[\"name\", id, sessionid] is an object that represents asynchronous evaluations "
},
{
"label":"AsynchronousTasks",
"type":"keyword",
"info":"AsynchronousTasks[] returns a list of running asynchronous tasks."
},
{
"label":"Atom",
"type":"keyword",
"info":"Atom[\"sym\"] represents an atom with atomic symbol \"sym\".Atom[\"sym\", name ï¢ value, â¦] represents an a"
},
{
"label":"AtomCoordinates",
"type":"keyword",
"info":"AtomCoordinates is an option for Molecule and related functions that specifies the three-dimensional"
},
{
"label":"AtomCount",
"type":"keyword",
"info":"AtomCount[mol] gives the number of atoms in the molecule represented by mol.AtomCount[mol, patt] giv"
},
{
"label":"AtomDiagramCoordinates",
"type":"keyword",
"info":"AtomDiagramCoordinates is an option for Molecul