Mathematica Tutorial: Notebooks And Documents - Wolfram Research

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214 Notebooks and DocumentsIt is possible to define custom typesetting rules for formal symbols.Use coloring to highlight formal symbols.In[84]:=In[86]:=MakeBoxesAẋ . , _E := TagBoxA"x", ẋ . &, AutoDelete Ø True,BaseStyle Ø 8FontColor Ø RGBColor@.6, .4, .2D, ShowSyntaxStyles Ø False
Notebooks and Documents 215Units and Letter-Like Mathematical Symbolsform full name aliasµ \[Micro] ÇmiÇ℧ \[Mho] ÇmhoÇfi \[Angstrom] ÇAngÇ— \[HBar] ÇhbÇ¢ \[Cent] ÇcentÇ£ \[Sterling] \[Euro] ÇeuroÇ¥ \[Yen]form full name alias° \[Degree] ÇdegÇ« \[EmptySet] ÇesÇ \[Infinity] ÇinfÇ‰ \[ExponentialE] ÇeeÇÂ \[ImaginaryI] ÇiiÇ¸ \[ImaginaryJ] ÇjjÇ˛ \[DoubledPi] ÇppÇ˝ \[DoubledGamma] ÇggÇUnits and letter-like mathematical symbols.Mathematica treats ° or \[Degree] as the symbol Degree, so that, for example, 30 ° is equivalentto 30 Degree.Note that µ, fi and « are all distinct from the ordinary letters m (\[Mu]), Å(\[CapitalARing]) and Ø (\[CapitalOSlash]).Mathematica interprets as Infinity, ‰ as E, and both Â and ¸ as I. The characters ‰, Â and ¸are provided as alternatives to the usual uppercase letters E and I.˛ and ˝ are not by default assigned meanings in StandardForm. You can therefore use ˛ torepresent a pi that will not automatically be treated as Pi. In TraditionalForm ˝ is interpretedas EulerGamma.form full name alias∂ \@PartialDD ÇpdÇ„ \@DifferentialDD ÇddÇˇ \@CapitalDifferentialDD ÇDDÇ“ \@DelD ÇdelÇ \@DifferenceDeltaD ÇdiffdÇform full name alias‚ \@SumD ÇsumÇ‰ \@ProductD ÇprodÇ \@TransposeD ÇtrÇ \@HermitianConjugateD ÇhcÇ \@DiscreteShiftD ÇshiftÇ \@DiscreteRatioD ÇdratioÇOperators that look like letters.
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Wolfram Mathematica ® Tutorial Col
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ContentsNotebook InterfaceNotebook
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Notebook InterfaceUsing a Notebook
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Notebooks and Documents 3After you
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Notebooks and Documents 5Once you h
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Notebooks and Documents 7The except
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Notebooks and Documents 9Double-cli
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Notebooks and Documents 11This show
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Notebooks and Documents 13The inser
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Notebooks and Documents 15Alternati
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Notebooks and Documents 17When a gr
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Notebooks and Documents 19To Open a
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Notebooks and Documents 21The Optio
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Notebooks and Documents 23Setting O
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Notebooks and Documents 25FeaturesC
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Notebooks and Documents 27ZoomingTh
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Notebooks and Documents 29In[2]:=Th
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Notebooks and Documents 31Here is a
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Notebooks and Documents 33Subscript
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Notebooks and Documents 35This puts
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Notebooks and Documents 37Shift +Re
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Notebooks and Documents 39special c
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Notebooks and Documents 41two-dimen
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Much as Mathematica distinguishes b
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Notebooks and Documents 45In[7]:=To
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Notebooks and Documents 47Non-Engli
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Notebooks and Documents 49full name
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Notebooks and Documents 51Mathemati
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Notebooks and Documents 53† Excha
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Notebooks and Documents 55Here is a
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Notebooks and Documents 57Expositio
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Notebooks and Documents 59Naming Co
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Notebooks and Documents 61Textual I
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Notebooks and Documents 63One-dimen
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Notebooks and Documents 65In any Ma
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Notebooks and Documents 67In Standa
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Notebooks and Documents 69Shallow i
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Notebooks and Documents 71The strin
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Notebooks and Documents 73Using tex
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Notebooks and Documents 75Here is p
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Notebooks and Documents 77Having de
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Notebooks and Documents 79BaseForm@
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Notebooks and Documents 81PaddedFor
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Notebooks and Documents 83In[15]:=T
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Notebooks and Documents 85When Back
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Notebooks and Documents 87In[34]:=O
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Notebooks and Documents 89You can c
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Notebooks and Documents 91Styles an
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Notebooks and Documents 93In[4]:=Th
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Notebooks and Documents 95StyleBox@
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Notebooks and Documents 97TagBox ob
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Notebooks and Documents 99In[7]:=Ma
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Notebooks and Documents 101Within
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Notebooks and Documents 103ToBoxes
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Notebooks and Documents 105ToExpres
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Notebooks and Documents 107Thus, fo
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Notebooks and Documents 109Plus is
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Notebooks and Documents 111Operator
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Notebooks and Documents 113x yx +x
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Notebooks and Documents 115Internal
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Notebooks and Documents 117It is fa
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Notebooks and Documents 119Print@ex
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Notebooks and Documents 121Formatte
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Notebooks and Documents 123Look aga
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Notebooks and Documents 125As you c
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Notebooks and Documents 127We have
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Notebooks and Documents 129In[19]:=
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Notebooks and Documents 131Table@Po
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Notebooks and Documents 133Default
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Notebooks and Documents 135Using th
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Notebooks and Documents 137In[4]:=Y
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Notebooks and Documents 139you real
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Notebooks and Documents 143You can
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Notebooks and Documents 145Manipula
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Notebooks and Documents 147optionde
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Notebooks and Documents 149Here is
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Notebooks and Documents 151Notebook
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Notebooks and Documents 153Here is
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Notebooks and Documents 155This cha
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Notebooks and Documents 159Notebook
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Page 167 and 168: Functions like NotebookWrite and Se
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Page 171 and 172: Simple and Compound Front End Token
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Page 211 and 212: Essentially all symbols with built-
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Mathematica Tutorial: Notebooks And Documents - Wolfram Research

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