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LaTex快速参考卡片(特殊字体)

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LaTex快速参考卡片(特殊字体) TEX Reference Card (for Plain TEX) Greek Letters α \alpha ι \iota % \varrho β \beta κ \kappa σ \sigma γ \gamma λ \lambda ς \varsigma δ \delta µ \mu τ \tau � \epsilon ν \nu υ \upsilon ε \varepsilon ξ \xi φ \phi ζ \zeta o \o ϕ \varphi η \eta pi \pi χ \chi θ \theta ...
LaTex快速参考卡片(特殊字体)
TEX Reference Card (for Plain TEX) Greek Letters α \alpha ι \iota % \varrho β \beta κ \kappa σ \sigma γ \gamma λ \lambda ς \varsigma δ \delta µ \mu τ \tau � \epsilon ν \nu υ \upsilon ε \varepsilon ξ \xi φ \phi ζ \zeta o \o ϕ \varphi η \eta pi \pi χ \chi θ \theta $ \varpi ψ \psi ϑ \vartheta ρ \rho ω \omega Γ \Gamma Ξ \Xi Φ \Phi ∆ \Delta Π \Pi Ψ \Psi Θ \Theta Σ \Sigma Ω \Omega Λ \Lambda Υ \Upsilon Symbols of Type Ord ℵ \aleph ′ \prime ∀ \forall h¯ \hbar ∅ \emptyset ∃ \exists ı \imath ∇ \nabla ¬ \neg or \lnot  \jmath √ \surd [ \flat ` \ell > \top \ \natural ℘ \wp ⊥ \bot ] \sharp < \Re ‖ \| ♣ \clubsuit = \Im 6 \angle ♦ \diamondsuit ∂ \partial 4 \triangle ♥ \heartsuit ∞ \infty \ \backslash ♠ \spadesuit Large Operators∑ \sum ⋂ \bigcap ⊙ \bigodot∏ \prod ⋃ \bigcup ⊗ \bigotimes∐ \coprod ⊔ \bigsqcup ⊕ \bigoplus∫ \int ∨ \bigvee ⊎ \biguplus∮ \oint ∧ \bigwedge Binary Operations ± \pm ∩ \cap ∨ \vee or \lor ∓ \mp ∪ \cup ∧ \wedge or \land \ \setminus unionmulti \uplus ⊕ \oplus · \cdot u \sqcap \ominus × \times unionsq \sqcup ⊗ \otimes ∗ \ast / \triangleleft � \oslash ? \star . \triangleright � \odot � \diamond o \wr † \dagger ◦ \circ © \bigcirc ‡ \ddagger • \bullet 4 \bigtriangleup q \amalg ÷ \div 5 \bigtriangledown Page Layout \hsize=〈dimen〉 set width of page \vsize=〈dimen〉 set height of page \displaywidth=〈dimen〉 set width of math displays \hoffset=〈dimen〉 move page horizontally \voffset=〈dimen〉 move page vertically Relations ≤ \leq or \le ≥ \geq or \ge ≡ \equiv ≺ \prec � \succ ∼ \sim � \preceq � \succeq ' \simeq � \ll � \gg � \asymp ⊂ \subset ⊃ \supset ≈ \approx ⊆ \subseteq ⊇ \supseteq ∼= \cong v \sqsubseteq w \sqsupseteq ./ \bowtie ∈ \in /∈ \notin 3 \ni or \owns ` \vdash a \dashv |= \models ^ \smile | \mid .= \doteq _ \frown ‖ \parallet ⊥ \perp ∝ \propto Most relations can be negated by prefixing them with \not. 6≡ \not\equiv /∈ \notin 6= \ne Arrows ← \leftarrow or \gets ←− \longleftarrow ⇐ \Leftarrow ⇐= \Longleftarrow → \rightarrow or \to −→ \longrightarrow ⇒ \Rightarrow =⇒ \Longrightarrow ↔ \leftrightarrow ←→ \longleftrightarrow ⇔ \Leftrightarrow ⇐⇒ \Longleftrightarrow 7→ \mapsto 7−→ \longmapsto ←↩ \hookleftarrow ↪→ \hookrightarrow ↑ \uparrow ⇑ \Uparrow ↓ \downarrow ⇓ \Downarrow l \updownarrow m \Updownarrow ↗ \nearrow ↘ \searrow ↖ \nwarrow ↙ \swarrow The \buildrel macro puts one symbol over another. The for- mat is \buildrel〈superscript〉\over〈relation〉. αβ−→ \buildrel\alpha\beta\over\longrightarrow f(x) def = x+ 1 f(x)\; {\buildrel\rm def\over=} \;x+1 Delimeters [ \lbrack or [ { \lbrace or \{ 〈 \langle ] \rbrack or ] } \rbrace or \} 〉 \rangle | \vert or | b \lfloor d \lceil ‖ \Vert or \| c \rfloor e \rceil [[ [\![ (( (\!( 〈〈 \langle\!\langle ]] ]\!] )) )\!) 〉〉 \rangle\!\rangle Left and right delimeters will be enlarged if they are prefixed with \left or \right. Each \left must have a matching \right, one of which may be an empty delimeter (\left. or \right.). To specify a particular size, use the following: \bigl, \bigr \Bigl, \Bigr \biggl, \biggr You can also say \bigm for a large delimenter in the middle of a formula, or just \big for one that acts as an ordinary symbol. Every Time Insertions \everypar insert whenever a paragraph begins \everymath insert whenever math in text begins \everydisplay insert whenever displayed math begins \everycr insert after every \cr Accents Type Example In Math In Text hat aˆ \hat \^ expanding hat âbc \widehat none check aˇ \check \v tilde a˜ \tilde \~ expanding tilde a˜bc \widetilde none acute a´ \acute \’ grave a` \grave \‘ dot a˙ \dot \. double dot a¨ \ddot \" breve a˘ \breve \u bar a¯ \bar \= vector ~a \vec none The \skew〈number〉 command shifts accents for proper posi- tioning, the larger the 〈number〉, the more right the shift. Com- pare \hat{\hat A} gives ˆˆ A, \skew6\hat{\hat A} gives ˆˆ A. Elementary Math Control Sequences overline a formula x+ y \overline{x+y} underline a formula x+ y \underline{x+y} square root √ x+ 2 \sqrt{x+2} higher order roots n √ x+ 2 \root n\of{x+2} fraction n+ 1 3 {n+1\over 3} fraction, no line n+ 1 3 {n+1\atop 3} binomial coeff. (n+ 1 3 ) {n+1\choose 3} braced fraction {n+ 1 3 } {n+1\brace 3} bracketed fraction [n+ 1 3 ] {n+1\brack 3} The following specify a style for typesetting formulas. \displaystyle \textstyle \scriptstyle \scriptscriptstyle Non-Italic Function Names \arccos \cos \csc \exp \ker \limsup \min \sinh \arcsin \cosh \deg \gcd \lg \ln \Pr \sup \arctan \cot \det \hom \lim \log \sec \tan \arg \coth \dim \inf \liminf \max \sin \tanh a \pmod{m} a (mod m) mod with parentheses a \bmod m a mod m mod without parentheses The following examples use \mathop to create function names. Example Command Plain TEX Definition lim x→2 \lim_{x\to2} \def\lim{\mathop{\rm lim}} log2 \log_2 \def\log{\mathop{\rm log}\nolimits} Footnotes, Insertions, and Underlines \footnote〈marker〉{〈text〉} footnote \topinsert〈vmode material〉\endinsert insert at top of page \pageinsert〈vmode material〉\endinsert insert on full page \midinsert〈vmode material〉\endinsert insert middle of page \underbar{〈text〉} underline text c© 1998 J.H. Silverman, Permissions on back. v1.3 Send comments and corrections to J.H. Silverman, Math. Dept., Brown Univ., Providence, RI 02912 USA. 〈jhs@math.brown.edu〉 1 2 3 Useful Parameters and Conversions \day,\month,\year the current day, month, year \jobname name of current job \romannumeral〈number〉 convert to lower case roman nums. \uppercase{〈token list〉} convert to upper case \lowercase{〈token list〉} convert to lower case Fills, Leaders and Ellipses Text or Math: . . . \dots Math: . . . \ldots · · · \cdots . .. \vdots . . . \ddots The following fill space with the indicated item. \hrulefill \rightarrowfill \leftarrowfill \dotfill The general format for constructing leaders is \leaders〈box or rule〉\hskip〈glue〉 repeat box or rule \leaders〈box or rule〉\hfill fill space with box or rule TEX Fonts and Magnification \rm Roman \bf Bold \tt Typewriter \sl Slant \it Italic \/ “italic correction” \magnification=〈number〉 scale document by n/1000 \magstep〈number〉 scaling factor of 1.2n × 1000 \magstephalf scalling factor of √ 1.2 \font\FN=〈fontname〉 load a font, naming it \FN \font\FN=〈fontname〉 at 〈dimen〉 load font scaled to dimension \font\FN=〈fontname〉 scaled 〈number〉 load font scaled by n/1000 true 〈dimen〉 dimension with no scaling Alignment Displays \settabs〈number〉\columns set equally spaced tabs \settabs\+〈sample line〉\cr set tabs as per sample line \+〈text1〉&〈text2〉&· · ·\cr tabbed text to be typeset \halign horizontal alignment \halign to〈dimen〉 horizontal alignment \openup〈dimen〉 add space between lines \noalign{〈vmode material〉} insert material after any \cr \tabskip=〈glue〉 set glue at tab stops \omit omit the template for a column \span span two columns \multispan〈number〉 span several columns \hidewidth ignore the width of an entry \crcr insert \cr if one is not present Boxes \hbox to〈dimen〉 hbox of given dimension \vbox to〈dimen〉 vbox, bottom justified \vtop to〈dimen〉 vbox, top justified \vcenter to〈dimen〉 vbox, center justified (math only) \rlap right overlap material \llap left overlap material Overfull Boxes \hfuzz allowable excess in hboxes \vfuzz allowable excess in vboxes \overfullrule width of overfull box marker. To eliminate entirely, set \overfullrule=0pt. Indentation and Itemized Lists \indent indent \noindent do not indent \parindent=〈dimen〉 set indentation of paragraphs \displayindent=〈dimen〉 set indentation of math displays \leftskip=〈dimen〉 skip space on left \rightskip=〈dimen〉 skip space on right \narrower make paragraph narrower \item{〈label〉} singly indented itemized list \itemitem{〈label〉} doubly indented itemized list \hangindent=〈dimen〉 hanging indentation for paragraph \hangafter=〈number〉 start hanging indent after line n. If n < 0, indent first |n| lines. \parshape=〈number〉 general paragraph shaping macro Headers, Footers, and Page Numbers \nopagenumbers turn off page numbering \pageno current page number. To get roman nums, set \pageno=〈negative number〉 \folio current page number, roman num if < 0 \footline material to put at foot of page \headline material to put at top of page. To leave space, set \voffset=2\baselineskip, make room with \advance\vsize by-\voffset. Macro Definitions \def\cs{〈replacement text〉} define the macro \cs \def\cs#1 · · · #n{〈repl. text〉} macro with parameters \let\cs=〈token〉 give \cs token’s current meaning Advanced Macro Definition Commands \long\def macro whose args may include \par \outer\def macro not allowed inside definitions \global\def or \gdef definition that transcends grouping \edef expand while defining macro \xdef or \global\edef global version of \edef \noexpand〈token〉 do not expand token \expandafter〈token〉 expand item after token first \futurelet\cs〈tok1 〉〈tok2〉 equals \let\cs=〈tok2〉〈tok1〉〈tok2〉 \csname. . . \endcsname create a control sequence name \string\cs list characters in name, \ c s \number〈number〉 list of characters in number \the〈internal quantity〉 list of tokens giving value of quantity Conditionals The general format of a conditional is \if〈condition〉〈true text〉\else〈false text〉\fi \ifnum〈num1〉〈relation〉〈num2〉 compare two integers \ifdim〈dimen1〉〈relation〉〈dimen2〉 compare two dimensions \ifodd〈num〉 test for an odd integer \ifmmode test for math mode \if〈token1〉〈token2〉 test if character codes agree \ifdim compare two dimensions \ifx〈token1〉〈token2〉 test if tokens agree \ifeof〈number〉 test for end of file \iftrue, \iffalse always true, always false \ifcase〈number〉〈text0 〉\or〈text1〉\or· · · \or〈textn〉\else〈text〉\fi choose text by 〈number〉 \loop α \if. . . β \repeat loop αβα · · ·α until \if is false \newif\ifblob create a new conditional called \ifblob \blobtrue, \blobfalse set conditional \ifblob true, false Dimensions, Spacing, and Glue Dimensions are specified as 〈number〉〈unit of measure〉. Glue is specified as 〈dimen〉 plus〈dimen〉 minus〈dimen〉. point pt pica pc inch in centimeter cm m width em x height ex math unit mu millimeter mm 1 pc = 12 pt 1 in = 72.72 pt 2.54 cm = 1 in 18 mu = 1 em Horizontal Spacing: \quad (skip 1em) \qquad Horizontal Spacing (Text): \thinspace \enspace \enskip \hskip〈glue〉 \hfil \hfill \hfilneg Horizontal Spacing (Math): thin space \, medium space \> thick space \; neg. thin space \! \mskip〈muglue〉 Vertical Spacing: \vskip〈glue〉 \vfil \vfill \strut box w/ ht and depth of “(”, zero width \phantom{〈text〉} invisible box with dim of 〈text〉 \vphantom{〈text〉} box w/ ht & depth of 〈text〉, zero width \hphantom{〈text〉} box w/ width of 〈text〉, zero ht & depth \smash{〈text〉} typeset 〈text〉, set ht & depth to zero \raise〈dimen〉\hbox{〈text〉} raise box up \lower〈dimen〉\hbox{〈text〉} lower box down \moveleft〈dimen〉\vbox{〈text〉} move box left \moveright〈dimen〉\vbox{〈text〉} move box right Skip Space Between Lines: \smallskip \medskip \bigskip encourage a break \smallbreak \medbreak \bigbreak break if no room \filbreak Set Line Spacing: \baselineskip = 〈glue〉 single space \baselineskip = 12pt 1 1/2 space \baselineskip = 18pt double space \baselineskip = 24pt Increase Line Spacing \openup〈dimen〉 use \jot’s 1\jot = 3pt Allow Unjustified Lines \raggedright Allow Unjustified Pages \raggedbottom Braces and Matrices \matrix rectangular array of entries \pmatrix matrix with parentheses \bordermatrix matrix with labels on top and left \overbrace overbrace, may be superscripted \underbrace underbrace, may be subscripted For small matrices in text, use the following constructions: {a\,b \choose c\,d} (a b c d ) \left( {a\atop c} {b\atop d} \right) ( a c b d ) Displayed Equations \eqno equation number at right \leqno equation number at left \eqalign display several aligned equations \eqalignno display aligned equations numbered at right \leqalignno display aligned equations numbered at left \displaylines display several equations, centered \cases case by case definitions \noalign to insert space between lines in displays, use \noalign{\vskip〈glue〉} after any \cr \openup〈dimen〉 add space between all lines in a display Copyright c© 1998 J.H. Silverman, November 1998 v1.3 Math. Dept., Brown Univ., Providence, RI 02912 USA TEX is a trademark of the American Mathematical Society Permission is granted to make and distribute copies of this card pro- vided the copyright notice and this permission notice are preserved on all copies. Published by Ford & Mason Ltd, GL19 3JB, UK. Further copies of this card can be ordered through our web site: http://www.refcards.com. 4 5 6
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