Mathematica 9 is now available
 
Mathematica 参考指南
Listing of Named Characters 
  目录
  引言
  \[AAcute]
  \[ABar]
  \[ACup]
  \[ADoubleDot]
  \[AE]
  \[AGrave]
  \[AHat]
  \[Aleph]
  \[AliasIndicator]
  \[AlignmentMarker]
  \[Alpha]
  \[And]
  \[Angle]
  \[Angstrom]
  \[ARing]
  \[AscendingEllipsis]
  \[ATilde]
  \[Backslash]
  \[Because]
  \[Bet]
  \[Beta]
  \[Breve]
  \[Bullet]
  \[CAcute]
  \[Cap]
  \[CapitalAAcute]
  \[CapitalABar]
  \[CapitalACup]
  \[CapitalADoubleDot]
  \[CapitalAE]
  \[CapitalAGrave]
  \[CapitalAHat]
  \[CapitalAlpha]
  \[CapitalARing]
  \[CapitalATilde]
  \[CapitalBeta]
  \[CapitalCAcute]
  \[CapitalCCedilla]
  \[CapitalCHacek]
  \[CapitalChi]
  \[CapitalDelta]
  \[CapitalDifferentialD]
  \[CapitalDigamma]
  \[CapitalEAcute]
  \[CapitalEBar]
  \[CapitalECup]
  \[CapitalEDoubleDot]
  \[CapitalEGrave]
  \[CapitalEHat]
  \[CapitalEpsilon]
  \[CapitalEta]
  \[CapitalEth]
  \[CapitalGamma]
  \[CapitalIAcute]
  \[CapitalICup]
  \[CapitalIDoubleDot]
  \[CapitalIGrave]
  \[CapitalIHat]
  \[CapitalIota]
  \[CapitalKappa]
  \[CapitalKoppa]
  \[CapitalLambda]
  \[CapitalLSlash]
  \[CapitalMu]
  \[CapitalNTilde]
  \[CapitalNu]
  \[CapitalOAcute]
  \[CapitalODoubleAcute]
  \[CapitalODoubleDot]
  \[CapitalOGrave]
  \[CapitalOHat]
  \[CapitalOmega]
  \[CapitalOmicron]
  \[CapitalOSlash]
  \[CapitalOTilde]
  \[CapitalPhi]
  \[CapitalPi]
  \[CapitalPsi]
  \[CapitalRho]
  \[CapitalSampi]
  \[CapitalSHacek]
  \[CapitalSigma]
  \[CapitalStigma]
  \[CapitalTau]
  \[CapitalTheta]
  \[CapitalThorn]
  \[CapitalUAcute]
  \[CapitalUDoubleAcute]
  \[CapitalUDoubleDot]
  \[CapitalUGrave]
  \[CapitalUHat]
  \[CapitalUpsilon]
  \[CapitalXi]
  \[CapitalYAcute]
  \[CapitalZeta]
  \[CCedilla]
  \[Cedilla]
  \[Cent]
  \[CenterDot]
  \[CenterEllipsis]
  \[CHacek]
  \[Chi]
  \[CircleDot]
  \[CircleMinus]
  \[CirclePlus]
  \[CircleTimes]
  \[ClockwiseContourIntegral]
  \[CloverLeaf]
  \[ClubSuit]
  \[Colon]
  \[CommandKey]
  \[Congruent]
  \[Continuation]
  \[ContourIntegral]
  \[ControlKey]
  \[Coproduct]
  \[Copyright]
  \[CounterClockwiseContourIntegral]
  \[Cross]
  \[Cup]
  \[CupCap]
  \[CurlyCapitalUpsilon]
  \[CurlyEpsilon]
  \[CurlyKappa]
  \[CurlyPhi]
  \[CurlyPi]
  \[CurlyRho]
  \[CurlyTheta]
  \[Dagger]
  \[Dalet]
  \[Dash]
  \[Degree]
  \[Del]
  \[Delta]
  \[DescendingEllipsis]
  \[Diameter]
  \[Diamond]
  \[DiamondSuit]
  \[DifferentialD]
  \[Digamma]
  \[Divide]
  \[DotEqual]
  \[DotlessI]
  \[DotlessJ]
  \[DottedSquare]
  \[DoubleContourIntegral]
  \[DoubleDagger]
  \[DoubledGamma]
  \[DoubleDownArrow]
  \[DoubledPi]
  \[DoubleLeftArrow]
  \[DoubleLeftRightArrow]
  \[DoubleLeftTee]
  \[DoubleLongLeftArrow]
  \[DoubleLongLeftRightArrow]
  \[DoubleLongRightArrow]
  \[DoublePrime]
  \[DoubleRightArrow]
  \[DoubleRightTee]
  \[DoubleStruckA] ... \[DoubleStruckZ]
  \[DoubleStruckCapitalA] ... \[DoubleStruckCapitalZ]
  \[DoubleUpArrow]
  \[DoubleUpDownArrow]
  \[DoubleVerticalBar]
  \[DownArrow]
  \[DownArrowBar]
  \[DownArrowUpArrow]
  \[DownBreve]
  \[DownExclamation]
  \[DownLeftRightVector]
  \[DownLeftTeeVector]
  \[DownLeftVector]
  \[DownLeftVectorBar]
  \[DownQuestion]
  \[DownRightTeeVector]
  \[DownRightVector]
  \[DownRightVectorBar]
  \[DownTee]
  \[DownTeeArrow]
  \[EAcute]
  \[EBar]
  \[ECup]
  \[EDoubleDot]
  \[EGrave]
  \[EHat]
  \[Element]
  \[Ellipsis]
  \[EmptyCircle]
  \[EmptyDiamond]
  \[EmptyDownTriangle]
  \[EmptyRectangle]
  \[EmptySet]
  \[EmptySmallCircle]
  \[EmptySmallSquare]
  \[EmptySquare]
  \[EmptyUpTriangle]
  \[Epsilon]
  \[Equal]
  \[EqualTilde]
  \[Equilibrium]
  \[ErrorIndicator]
  \[EscapeKey]
  \[Eta]
  \[Eth]
  \[Exists]
  \[ExponentialE]
  \[FilledCircle]
  \[FilledDiamond]
  \[FilledDownTriangle]
  \[FilledRectangle]
  \[FilledSmallCircle]
  \[FilledSmallSquare]
  \[FilledSquare]
  \[FilledUpTriangle]
  \[FilledVerySmallSquare]
  \[FinalSigma]
  \[FivePointedStar]
  \[Flat]
  \[ForAll]
  \[FreakedSmiley]
  \[Gamma]
  \[Gimel]
  \[GothicA] ... \[GothicZ]
  \[GothicCapitalA] ... \[GothicCapitalZ]
  \[GrayCircle]
  \[GraySquare]
  \[GreaterEqual]
  \[GreaterEqualLess]
  \[GreaterFullEqual]
  \[GreaterGreater]
  \[GreaterLess]
  \[GreaterSlantEqual]
  \[GreaterTilde]
  \[Hacek]
  \[HappySmiley]
  \[HBar]
  \[HeartSuit]
  \[HorizontalLine]
  \[HumpDownHump]
  \[HumpEqual]
  \[IAcute]
  \[ICup]
  \[IDoubleDot]
  \[IGrave]
  \[IHat]
  \[ImaginaryI]
  \[ImaginaryJ]
  \[Implies]
  \[IndentingNewLine]
  \[Infinity]
  \[Integral]
  \[Intersection]
  \[InvisibleApplication]
  \[InvisibleComma]
  \[InvisibleSpace]
  \[Iota]
  \[Kappa]
  \[KernelIcon]
  \[Koppa]
  \[Lambda]
  \[LeftAngleBracket]
  \[LeftArrow]
  \[LeftArrowBar]
  \[LeftArrowRightArrow]
  \[LeftBracketingBar]
  \[LeftCeiling]
  \[LeftDoubleBracket]
  \[LeftDoubleBracketingBar]
  \[LeftDownTeeVector]
  \[LeftDownVector]
  \[LeftDownVectorBar]
  \[LeftFloor]
  \[LeftGuillemet]
  \[LeftModified]
  \[LeftRightArrow]
  \[LeftRightVector]
  \[LeftSkeleton]
  \[LeftTee]
  \[LeftTeeArrow]
  \[LeftTeeVector]
  \[LeftTriangle]
  \[LeftTriangleBar]
  \[LeftTriangleEqual]
  \[LeftUpDownVector]
  \[LeftUpTeeVector]
  \[LeftUpVector]
  \[LeftUpVectorBar]
  \[LeftVector]
  \[LeftVectorBar]
  \[LessEqual]
  \[LessEqualGreater]
  \[LessFullEqual]
  \[LessGreater]
  \[LessLess]
  \[LessSlantEqual]
  \[LessTilde]
  \[LightBulb]
  \[LongDash]
  \[LongLeftArrow]
  \[LongLeftRightArrow]
  \[LongRightArrow]
  \[LowerLeftArrow]
  \[LowerRightArrow]
  \[LSlash]
  \[MathematicaIcon]
  \[MeasuredAngle]
  \[MediumSpace]
  \[Mho]
  \[Micro]
  \[MinusPlus]
  \[Mu]
  \[Natural]
  \[NegativeMediumSpace]
  \[NegativeThickSpace]
  \[NegativeThinSpace]
  \[NegativeVeryThinSpace]
  \[NestedGreaterGreater]
  \[NestedLessLess]
  \[NeutralSmiley]
  \[NewLine]
  \[NoBreak]
  \[NonBreakingSpace]
  \[Not]
  \[NotCongruent]
  \[NotCupCap]
  \[NotDoubleVerticalBar]
  \[NotElement]
  \[NotEqual]
  \[NotEqualTilde]
  \[NotExists]
  \[NotGreater]
  \[NotGreaterEqual]
  \[NotGreaterFullEqual]
  \[NotGreaterGreater]
  \[NotGreaterLess]
  \[NotGreaterSlantEqual]
  \[NotGreaterTilde]
  \[NotHumpDownHump]
  \[NotHumpEqual]
  \[NotLeftTriangle]
  \[NotLeftTriangleBar]
  \[NotLeftTriangleEqual]
  \[NotLess]
  \[NotLessEqual]
  \[NotLessFullEqual]
  \[NotLessGreater]
  \[NotLessLess]
  \[NotLessSlantEqual]
  \[NotLessTilde]
  \[NotNestedGreaterGreater]
  \[NotNestedLessLess]
  \[NotPrecedes]
  \[NotPrecedesEqual]
  \[NotPrecedesSlantEqual]
  \[NotPrecedesTilde]
  \[NotReverseElement]
  \[NotRightTriangle]
  \[NotRightTriangleBar]
  \[NotRightTriangleEqual]
  \[NotSquareSubset]
  \[NotSquareSubsetEqual]
  \[NotSquareSuperset]
  \[NotSquareSupersetEqual]
  \[NotSubset]
  \[NotSubsetEqual]
  \[NotSucceeds]
  \[NotSucceedsEqual]
  \[NotSucceedsSlantEqual]
  \[NotSucceedsTilde]
  \[NotSuperset]
  \[NotSupersetEqual]
  \[NotTilde]
  \[NotTildeEqual]
  \[NotTildeFullEqual]
  \[NotTildeTilde]
  \[NotVerticalBar]
  \[NTilde]
  \[Nu]
  \[Null]
  \[OAcute]
  \[ODoubleAcute]
  \[ODoubleDot]
  \[OGrave]
  \[OHat]
  \[Omega]
  \[Omicron]
  \[Or]
  \[OSlash]
  \[OTilde]
  \[OverBrace]
  \[OverBracket]
  \[OverParenthesis]
  \[Paragraph]
  \[PartialD]
  \[Phi]
  \[Pi]
  \[Placeholder]
  \[PlusMinus]
  \[Precedes]
  \[PrecedesEqual]
  \[PrecedesSlantEqual]
  \[PrecedesTilde]
  \[Prime]
  \[Product]
  \[Proportion]
  \[Proportional]
  \[Psi]
  \[RawAmpersand]
  \[RawAt]
  \[RawBackquote]
  \[RawBackslash]
  \[RawColon]
  \[RawComma]
  \[RawDash]
  \[RawDollar]
  \[RawDot]
  \[RawDoubleQuote]
  \[RawEqual]
  \[RawEscape]
  \[RawExclamation]
  \[RawGreater]
  \[RawLeftBrace]
  \[RawLeftBracket]
  \[RawLeftParenthesis]
  \[RawLess]
  \[RawNumberSign]
  \[RawPercent]
  \[RawPlus]
  \[RawQuestion]
  \[RawQuote]
  \[RawReturn]
  \[RawRightBrace]
  \[RawRightBracket]
  \[RawRightParenthesis]
  \[RawSemicolon]
  \[RawSlash]
  \[RawSpace]
  \[RawStar]
  \[RawTab]
  \[RawTilde]
  \[RawUnderscore]
  \[RawVerticalBar]
  \[RawWedge]
  \[RegisteredTrademark]
  \[ReturnIndicator]
  \[ReturnKey]
  \[ReverseDoublePrime]
  \[ReverseElement]
  \[ReverseEquilibrium]
  \[ReversePrime]
  \[ReverseUpEquilibrium]
  \[Rho]
  \[RightAngle]
  \[RightAngleBracket]
  \[RightArrow]
  \[RightArrowBar]
  \[RightArrowLeftArrow]
  \[RightBracketingBar]
  \[RightCeiling]
  \[RightDoubleBracket]
  \[RightDoubleBracketingBar]
  \[RightDownTeeVector]
  \[RightDownVector]
  \[RightDownVectorBar]
  \[RightFloor]
  \[RightGuillemet]
  \[RightModified]
  \[RightSkeleton]
  \[RightTee]
  \[RightTeeArrow]
  \[RightTeeVector]
  \[RightTriangle]
  \[RightTriangleBar]
  \[RightTriangleEqual]
  \[RightUpDownVector]
  \[RightUpTeeVector]
  \[RightUpVector]
  \[RightUpVectorBar]
  \[RightVector]
  \[RightVectorBar]
  \[RoundImplies]
  \[RoundSpaceIndicator]
  \[Rule]
  \[RuleDelayed]
  \[SadSmiley]
  \[Sampi]
  \[ScriptA] ... \[ScriptZ]
  \[ScriptCapitalA] ... \[ScriptCapitalZ]
  \[Section]
  \[SelectionPlaceholder]
  \[SHacek]
  \[Sharp]
  \[ShortLeftArrow]
  \[ShortRightArrow]
  \[Sigma]
  \[SixPointedStar]
  \[SkeletonIndicator]
  \[SmallCircle]
  \[SpaceIndicator]
  \[SpadeSuit]
  \[SphericalAngle]
  \[Sqrt]
  \[Square]
  \[SquareIntersection]
  \[SquareSubset]
  \[SquareSubsetEqual]
  \[SquareSuperset]
  \[SquareSupersetEqual]
  \[SquareUnion]
  \[Star]
  \[Sterling]
  \[Stigma]
  \[Subset]
  \[SubsetEqual]
  \[Succeeds]
  \[SucceedsEqual]
  \[SucceedsSlantEqual]
  \[SucceedsTilde]
  \[SuchThat]
  \[Sum]
  \[Superset]
  \[SupersetEqual]
  \[SZ]
  \[Tau]
  \[Therefore]
  \[Theta]
  \[ThickSpace]
  \[ThinSpace]
  \[Thorn]
  \[Tilde]
  \[TildeEqual]
  \[TildeFullEqual]
  \[TildeTilde]
  \[Times]
  \[Trademark]
  \[UAcute]
  \[UDoubleAcute]
  \[UDoubleDot]
  \[UGrave]
  \[UHat]
  \[UnderBrace]
  \[UnderBracket]
  \[UnderParenthesis]
  \[Union]
  \[UnionPlus]
  \[UpArrow]
  \[UpArrowBar]
  \[UpArrowDownArrow]
  \[UpDownArrow]
  \[UpEquilibrium]
  \[UpperLeftArrow]
  \[UpperRightArrow]
  \[Upsilon]
  \[UpTee]
  \[UpTeeArrow]
  \[Vee]
  \[VerticalBar]
  \[VerticalEllipsis]
  \[VerticalLine]
  \[VerticalSeparator]
  \[VerticalTilde]
  \[VeryThinSpace]
  \[WarningSign]
  \[WatchIcon]
  \[Wedge]
  \[WeierstrassP]
  \[Wolf]
  \[Xi]
  \[YAcute]
  \[Yen]
  \[Zeta]

 

 



Any questions about topics on this page? Click here to get an individual response.Buy NowMore Information
THIS IS DOCUMENTATION FOR AN OBSOLETE PRODUCT.
SEE THE DOCUMENTATION CENTER FOR THE LATEST INFORMATION.