Mathematica Tutorial: Notebooks And Documents - Wolfram Research

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48 Notebooks and DocumentsIn particular, the identification for example of Ctrl+6 with Ctrl+^ is valid only for keyboards onwhich ^ appears as Shift+6. On other keyboards, Mathematica uses Ctrl+6 to go to a superscriptposition, but not necessarily Ctrl+^.Regardless of how your keyboard is set up you can always use palettes or menu items to set upsuperscripts and other kinds of notation. And assuming you have some way to enter characterssuch as î, you can always give input using full names such as \[Infinity].Other Mathematical NotationMathematica supports an extremely wide range of mathematical notation, although often itdoes not assign a pre-defined meaning to it. Thus, for example, you can enter an expressionsuch as x ⊕ y, but Mathematica will not initially make any assumption about what you mean by⊕.Mathematica knows that ⊕ is an operator, but it does not initially assign any specific meaning toit.In[1]:= 817 ⊕ 5, 8 ⊕ 3
Notebooks and Documents 49full namealias⊕ \@CirclePlusD Çc+Ç⊗ \@CircleTimesD Çc*Ç± \@PlusMinusD Ç+-ÇÔ \@WedgeD Ç^ÇÓ \@VeeD ÇvÇ> \@TildeEqualD Ç~=Çº \@TildeTildeD Ç~~Ç~ \@TildeD Ç~Ç∝ \@ProportionalD ÇpropÇª \@CongruentD Ç===Çt \@GreaterTildeD Ç>~Çp \@GreaterGreaterDê \@SucceedsD@ \@RightTriangleDfull namealiasö \@LongRightArrowD Ç-->Ç\@LeftRightArrowD ÇÇ\@UpArrowD\@EquilibriumD¢ \@RightTeeDÇequiÇ⊃ \@SupersetD ÇsupÇÆ\@SquareIntersectionDœ \@ElementD ÇelemÇ– \@NotElementD Ç!elemÇÎ \@SmallCircleD ÇscÇ\ \@ThereforeD\@VerticalSeparatorD Ç|Ç˝ \@VerticalBarD Çâ|Çï \@BackslashD Ç\ÇA few of the operators whose input is supported by Mathematica.Mathematica assigns built-in meanings to ¥ and r, but not to t or p.In[4]:= 83 ¥ 4, 3 r 4, 3 t 4, 3 p 4
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Page 3 and 4: ContentsNotebook InterfaceNotebook
Page 5 and 6: Notebook InterfaceUsing a Notebook
Page 7 and 8: Notebooks and Documents 3After you
Page 9 and 10: Notebooks and Documents 5Once you h
Page 11 and 12: Notebooks and Documents 7The except
Page 13 and 14: Notebooks and Documents 9Double-cli
Page 15 and 16: Notebooks and Documents 11This show
Page 17 and 18: Notebooks and Documents 13The inser
Page 19 and 20: Notebooks and Documents 15Alternati
Page 21 and 22: Notebooks and Documents 17When a gr
Page 23 and 24: Notebooks and Documents 19To Open a
Page 25 and 26: Notebooks and Documents 21The Optio
Page 27 and 28: Notebooks and Documents 23Setting O
Page 29 and 30: Notebooks and Documents 25FeaturesC
Page 31 and 32: Notebooks and Documents 27ZoomingTh
Page 33 and 34: Notebooks and Documents 29In[2]:=Th
Page 35 and 36: Notebooks and Documents 31Here is a
Page 37 and 38: Notebooks and Documents 33Subscript
Page 39 and 40: Notebooks and Documents 35This puts
Page 41 and 42: Notebooks and Documents 37Shift +Re
Page 43 and 44: Notebooks and Documents 39special c
Page 45 and 46: Notebooks and Documents 41two-dimen
Page 47 and 48: Much as Mathematica distinguishes b
Page 49 and 50: Notebooks and Documents 45In[7]:=To
Page 51: Notebooks and Documents 47Non-Engli
Page 55 and 56: Notebooks and Documents 51Mathemati
Page 57 and 58: Notebooks and Documents 53† Excha
Page 59 and 60: Notebooks and Documents 55Here is a
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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 155This cha
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Notebooks and Documents 159Notebook
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Functions like NotebookWrite and Se
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Simple and Compound Front End Token
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Notebooks and Documents 169Executin
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Notebooks and Documents 173In the s
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Notebooks and Documents 175The way
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Notebooks and Documents 177In[3]:=T
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Notebooks and Documents 179optionty
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Notebooks and Documents 181Addition
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Notebooks and Documents 183With Hyp
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Notebooks and Documents 185"Courier
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Notebooks and Documents 189For most
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Notebooks and Documents 195Clicking
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Notebooks and Documents 197i max⁄
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Notebooks and Documents 201Characte
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Notebooks and Documents 205You can
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Essentially all symbols with built-
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Notebooks and Documents 209Letters
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Notebooks and Documents 211Curly Gr
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Notebooks and Documents 213Formal s
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Notebooks and Documents 215Units an
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Notebooks and Documents 217form ful
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é \[EAcute] Çe'Çē \[EBar] Çe-
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Notebooks and Documents 221xµy Tim
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Notebooks and Documents 223Operator
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Notebooks and Documents 225The spec
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Notebooks and Documents 227form ful
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Notebooks and Documents 229Structur
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Notebooks and Documents 231formÖá
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Mathematica Tutorial: Notebooks And Documents - Wolfram Research

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