mirror of
https://git.lyx.org/repos/lyx.git
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368f6a53a8
* src/mathed/InsetMathSplit.C (InsetMathSplit::validate): Only require amsmath for AMS stuff * src/mathed/MathFactory.C (createInsetMath): create InsetMathSplit if the latexkey is "split" * src/mathed/MathParser.C (Parser::parse1): remove "gathered" and "aligned", since these are now handled via lib/symbols (Parser::parse1): create InsetMathSplit if the latexkey is "split" * lib/symbols: Add aligned, gathered, lgathered and rgathered git-svn-id: svn://svn.lyx.org/lyx/lyx-devel/trunk@15224 a592a061-630c-0410-9148-cb99ea01b6c8
866 lines
37 KiB
Plaintext
866 lines
37 KiB
Plaintext
#
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# things supported by real insets in mathed
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#
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# decorations
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acute decoration none
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bar decoration none
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breve decoration none
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check decoration none
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dddot decoration none
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ddot decoration none
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dot decoration none
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grave decoration none
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hat decoration none
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mathring decoration none
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overbrace decoration none
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overleftarrow decoration none
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overleftrightarrow decoration none
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overline decoration none
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overrightarrow decoration none
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tilde decoration none
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underbar decoration none
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underbrace decoration none
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underleftarrow decoration none
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underleftrightarrow decoration none
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underline decoration none
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underrightarrow decoration none
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vec decoration none
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widehat decoration none
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widetilde decoration none
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# dots
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dots dots none
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cdots dots none
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ddots dots none
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dotsb dots none
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dotsc dots none
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dotsi dots none
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dotsm dots none
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dotso dots none
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ldots dots none
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vdots dots none
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# big delimiters
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bigl big none
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bigm big none
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bigr big none
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Bigl big none
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Bigm big none
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Bigr big none
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biggl big none
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biggm big none
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biggr big none
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Biggl big none
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Biggm big none
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Biggr big none
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# The following are not standard LaTeX, but defined in the lucida font
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# packages. No 'm' versions!
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# See lucidabr.dtx for a possible implementation if you want to use these
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# with other fonts.
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bigggl big none
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bigggr big none
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Bigggl big none
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Bigggr big none
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# font changes
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# name "font" math/text family series shape color
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# mathnormal should stay the first
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mathnormal font mathmode inherit medium up math
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frak font mathmode
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mathbb font mathmode
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mathbf font mathmode
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mathcal font mathmode
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mathfrak font mathmode
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mathit font mathmode
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mathrm font mathmode
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mathsf font mathmode
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mathtt font mathmode
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textnormal font textmode inherit medium up math
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text font textmode
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textbf font textmode
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textipa font textmode
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textit font textmode
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textmd font textmode
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textrm font textmode
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textsc font textmode
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textsl font textmode
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textsf font textmode
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texttt font textmode
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textup font textmode
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emph font textmode
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noun font textmode
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# old-style font commands
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bf oldfont none
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cal oldfont none
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it oldfont none
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rm oldfont none
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tt oldfont none
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# matrix environments
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Bmatrix matrix none
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Vmatrix matrix none
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bmatrix matrix none
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matrix matrix none
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pmatrix matrix none
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psmatrix matrix none
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smallmatrix matrix none
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vmatrix matrix none
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CD matrix none
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# split environments with optional valign argument.
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# the others (split and alignedat) are hardcoded.
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aligned split none
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gathered split none
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# from Morten H\o gholm's mathtools.sty:
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lgathered split none
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rgathered split none
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# references
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pageref ref none
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prettyref ref none
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ref ref none
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vpageref ref none
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vref ref none
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# spaces
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lyxnegspace space none
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lyxposspace space none
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! space none
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negmedspace space none
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negthickspace space none
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, space none
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: space none
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; space none
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quad space none
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qquad space none
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# styles
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displaystyle style 0
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textstyle style 1
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scriptstyle style 2
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scriptscriptstyle style 3
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# misc
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# The commented lines in this block get misparsed as MathSymbolInset because
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# createMathInset() does not know them. I don't know if this is old cruft
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# or if it is planned to use this in the future. gb 2006-03-13
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#begin begin none
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#right right none
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underset underset none
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overset overset none
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#protect protect none
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mbox mbox forcetext
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tag mbox forcetext
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tag* mbox forcetext
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#newcommand newcommand none
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#label label none
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#left left none
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#end end none
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#
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# symbols generated from fontmath.ltx
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#
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#symbol font charid charid-in-fallback-Xsymbol-font
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alpha cmm 174 97 mathord x
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beta cmm 175 98 mathord x
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gamma cmm 176 103 mathord x
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delta cmm 177 100 mathord x
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epsilon cmm 178 0 mathord x
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zeta cmm 179 122 mathord x
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eta cmm 180 104 mathord x
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theta cmm 181 113 mathord x
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iota cmm 182 105 mathord x
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kappa cmm 183 107 mathord x
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lambda cmm 184 108 mathord x
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mu cmm 185 109 mathord x
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nu cmm 186 110 mathord x
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xi cmm 187 120 mathord x
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pi cmm 188 112 mathord x
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rho cmm 189 114 mathord x
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sigma cmm 190 115 mathord x
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tau cmm 191 116 mathord x
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upsilon cmm 192 117 mathord x
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phi cmm 193 102 mathord x
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chi cmm 194 99 mathord x
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psi cmm 195 121 mathord x
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omega cmm 33 119 mathord x
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varepsilon cmm 34 101 mathord x
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vartheta cmm 35 74 mathord x
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varpi cmm 36 118 mathord x
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varrho cmm 37 0 mathord x
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varsigma cmm 38 86 mathord x
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varphi cmm 39 106 mathord x
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Gamma cmr 161 71 mathalpha x
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Delta cmr 162 68 mathalpha x
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Theta cmr 163 81 mathalpha x
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Lambda cmr 164 76 mathalpha x
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Xi cmr 165 88 mathalpha x
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Pi cmr 166 80 mathalpha x
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Sigma cmr 167 83 mathalpha x
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Upsilon cmr 168 161 mathalpha x
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Phi cmr 169 70 mathalpha x
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Psi cmr 170 89 mathalpha x
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Omega cmr 173 87 mathalpha x
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aleph cmsy 64 192 mathord x
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imath cmm 123 0 mathord x
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jmath cmm 124 0 mathord x
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ell cmm 96 0 mathord x
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wp cmm 125 195 mathord x
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Re cmsy 60 194 mathord x
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Im cmsy 61 193 mathord x
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partial cmm 64 182 mathord x
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infty cmsy 49 165 mathord x
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prime cmsy 48 162 mathord x
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emptyset cmsy 59 0 mathord x
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nabla cmsy 114 209 mathord x
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top cmsy 62 0 mathord x
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bot cmsy 63 94 mathord x
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triangle cmsy 52 0 mathord x
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forall cmsy 56 34 mathord x
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exists cmsy 57 36 mathord x
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neg cmsy 58 216 mathord x
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lnot cmsy 58 216 mathord x
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flat cmm 91 0 mathord x
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natural cmm 92 0 mathord x
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sharp cmm 93 35 mathord x
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clubsuit cmsy 124 167 mathord x
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diamondsuit cmsy 125 168 mathord x
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heartsuit cmsy 126 169 mathord x
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spadesuit cmsy 127 170 mathord x
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# We define lyxnot as mathrel in order to have proper alignment
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lyxnot cmsy 54 47 mathrel x
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iffont cmsy
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# 9mu = 0.5em which is the extra space added to relation operators
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\def\not{\lyxnot\kern-9mu}
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else
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\def\not{\kern4mu\lyxnot\kern-19mu}
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endif
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coprod cmex 96 0 mathop x
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bigvee cmex 87 0 mathop x
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bigwedge cmex 86 0 mathop x
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biguplus cmex 85 0 mathop x
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bigcap cmex 84 0 mathop x
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bigcup cmex 83 0 mathop x
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int cmex 82 242 mathop ∫
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intop cmex 82 242 mathop ∫
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prod cmex 81 213 mathop x
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sum cmex 80 229 mathop x
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bigotimes cmex 78 0 mathop x
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bigoplus cmex 76 0 mathop x
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bigodot cmex 74 0 mathop x
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oint cmex 72 0 mathop x
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ointop cmex 72 0 mathop x
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bigsqcup cmex 70 0 mathop x
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smallint cmsy 115 0 mathop x
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triangleleft cmm 47 0 mathbin x
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triangleright cmm 46 0 mathbin x
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bigtriangleup cmsy 52 0 mathbin x
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bigtriangledown cmsy 53 0 mathbin x
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wedge cmsy 94 217 mathbin x
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land cmsy 94 217 mathbin x
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vee cmsy 95 218 mathbin x
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lor cmsy 95 218 mathbin x
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cap cmsy 92 199 mathbin x
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cup cmsy 91 200 mathbin x
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ddagger cmsy 122 0 mathbin x
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dagger cmsy 121 0 mathbin x
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sqcap cmsy 117 0 mathbin x
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sqcup cmsy 116 0 mathbin x
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uplus cmsy 93 0 mathbin x
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amalg cmsy 113 0 mathbin x
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diamond cmsy 166 224 mathbin x
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bullet cmsy 178 183 mathbin x
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wr cmsy 111 0 mathbin x
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div cmsy 165 184 mathbin x
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odot cmsy 175 0 mathbin x
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oslash cmsy 174 198 mathbin x
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otimes cmsy 173 196 mathbin x
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ominus cmsy 170 0 mathbin x
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oplus cmsy 169 197 mathbin x
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mp cmsy 168 0 mathbin x
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pm cmsy 167 177 mathbin x
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circ cmsy 177 0 mathbin x
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bigcirc cmsy 176 0 mathbin x
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setminus cmsy 110 0 mathbin x
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cdot cmsy 162 215 mathbin x
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ast cmsy 164 0 mathbin x
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times cmsy 163 180 mathbin x
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star cmm 63 0 mathbin x
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propto cmsy 47 181 mathrel x
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sqsubseteq cmsy 118 0 mathrel x
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sqsupseteq cmsy 119 0 mathrel x
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parallel cmsy 107 0 mathrel x
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mid cmsy 106 124 mathrel x
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dashv cmsy 97 0 mathrel x
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vdash cmsy 96 0 mathrel x
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nearrow cmsy 37 0 mathrel x
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searrow cmsy 38 0 mathrel x
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nwarrow cmsy 45 0 mathrel x
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swarrow cmsy 46 0 mathrel x
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Leftrightarrow cmsy 44 219 mathrel x
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Leftarrow cmsy 40 220 mathrel x
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Rightarrow cmsy 41 222 mathrel x
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leq cmsy 183 163 mathrel x
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le cmsy 183 163 mathrel x
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geq cmsy 184 179 mathrel x
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ge cmsy 184 179 mathrel x
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succ cmsy 194 0 mathrel x
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prec cmsy 193 0 mathrel x
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approx cmsy 188 187 mathrel x
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succeq cmsy 186 0 mathrel x
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preceq cmsy 185 0 mathrel x
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supset cmsy 190 201 mathrel x
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subset cmsy 189 204 mathrel x
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supseteq cmsy 182 202 mathrel x
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subseteq cmsy 181 205 mathrel x
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in cmsy 50 206 mathrel x
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ni cmsy 51 39 mathrel x
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owns cmsy 51 39 mathrel x
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gg cmsy 192 0 mathrel x
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ll cmsy 191 0 mathrel x
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leftrightarrow cmsy 36 171 mathrel x
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leftarrow cmsy 195 172 mathrel x
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gets cmsy 195 172 mathrel x
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rightarrow cmsy 33 174 mathrel x
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to cmsy 33 174 mathrel x
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mapstochar cmsy 55 0 mathrel x
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sim cmsy 187 126 mathrel x
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simeq cmsy 39 0 mathrel x
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perp cmsy 63 0 mathrel x
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equiv cmsy 180 186 mathrel x
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asymp cmsy 179 0 mathrel x
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smile cmm 94 0 mathrel x
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frown cmm 95 0 mathrel x
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leftharpoonup cmm 40 0 mathrel x
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leftharpoondown cmm 41 0 mathrel x
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rightharpoonup cmm 42 0 mathrel x
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rightharpoondown cmm 43 0 mathrel x
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lhook cmm 44 0 mathrel x
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rhook cmm 45 0 mathrel x
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ldotp cmm 58 0 mathpunct x
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cdotp cmsy 162 0 mathpunct x
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colon cmr 58 58 mathpunct x
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arrowvert cmsy 106 0 mathord x
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Arrowvert cmsy 107 0 mathord x
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Vert cmsy 107 0 mathord x
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| cmsy 107 0 mathord x
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vert cmsy 106 0 mathord x
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uparrow cmsy 34 173 mathrel x
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downarrow cmsy 35 175 mathrel x
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updownarrow cmsy 108 0 mathrel x
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Uparrow cmsy 42 221 mathrel x
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Downarrow cmsy 43 223 mathrel x
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Updownarrow cmsy 109 0 mathrel x
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backslash cmsy 110 0 mathord x
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rangle cmsy 105 241 mathclose x
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langle cmsy 104 225 mathopen x
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rbrace cmsy 103 0 mathclose x
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lbrace cmsy 102 0 mathopen x
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rceil cmsy 101 249 mathclose x
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lceil cmsy 100 233 mathopen x
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rfloor cmsy 99 251 mathclose x
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lfloor cmsy 98 235 mathopen x
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mathparagraph cmsy 123 0 mathord x
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mathsection cmsy 120 0 mathord x
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mathdollar cmr 36 0 mathord x
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# Generated from amsfonts.sty
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yen msa 85 0 mathord x
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checkmark msa 88 0 mathord x
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circledR msa 114 0 mathord x
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maltese msa 122 0 mathord x
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ulcorner msa 112 0 mathopen x
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urcorner msa 113 0 mathclose x
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llcorner msa 120 0 mathopen x
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lrcorner msa 121 0 mathclose x
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rightleftharpoons msa 173 0 mathrel x
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angle msa 92 208 mathord x
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hbar msb 126 0 mathord x
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sqsubset msa 64 0 mathrel x
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sqsupset msa 65 0 mathrel x
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mho msb 102 0 mathord x
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square msa 164 0 mathord x
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Box msa 164 0 mathord x
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lozenge msa 167 0 mathord x
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Diamond msa 167 0 mathord x
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vartriangleright msa 66 0 mathrel x
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vartriangleleft msa 67 0 mathrel x
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trianglerighteq msa 68 0 mathrel x
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trianglelefteq msa 69 0 mathrel x
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rightsquigarrow msa 195 0 mathrel x
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leadsto msa 195 0 mathrel x
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lhd msa 67 0 mathbin x
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unlhd msa 69 0 mathbin x
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rhd msa 66 0 mathbin x
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unrhd msa 68 0 mathbin x
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# Generated from amssymb.sty
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boxdot msa 161 0 mathbin x
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boxplus msa 162 0 mathbin x
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boxtimes msa 163 0 mathbin x
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blacksquare msa 165 0 mathord x
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centerdot msa 166 0 mathbin x
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blacklozenge msa 168 0 mathord x
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circlearrowright msa 169 0 mathrel x
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circlearrowleft msa 170 0 mathrel x
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leftrightharpoons msa 174 0 mathrel x
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boxminus msa 175 0 mathbin x
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Vdash msa 176 0 mathrel x
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Vvdash msa 177 0 mathrel x
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vDash msa 178 0 mathrel x
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twoheadrightarrow msa 179 0 mathrel x
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twoheadleftarrow msa 180 0 mathrel x
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leftleftarrows msa 181 0 mathrel x
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rightrightarrows msa 182 0 mathrel x
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upuparrows msa 183 0 mathrel x
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downdownarrows msa 184 0 mathrel x
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upharpoonright msa 185 0 mathrel x
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restriction msa 185 0 mathrel x
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downharpoonright msa 186 0 mathrel x
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upharpoonleft msa 187 0 mathrel x
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downharpoonleft msa 188 0 mathrel x
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rightarrowtail msa 189 0 mathrel x
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leftarrowtail msa 190 0 mathrel x
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leftrightarrows msa 191 0 mathrel x
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rightleftarrows msa 192 0 mathrel x
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Lsh msa 193 0 mathrel x
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Rsh msa 194 0 mathrel x
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leftrightsquigarrow msa 33 0 mathrel x
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looparrowleft msa 34 0 mathrel x
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looparrowright msa 35 0 mathrel x
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circeq msa 36 0 mathrel x
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succsim msa 37 0 mathrel x
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gtrsim msa 38 0 mathrel x
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gtrapprox msa 39 0 mathrel x
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multimap msa 40 0 mathrel x
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therefore msa 41 92 mathrel x
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because msa 42 0 mathrel x
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doteqdot msa 43 0 mathrel x
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Doteq msa 43 0 mathrel x
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triangleq msa 44 0 mathrel x
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precsim msa 45 0 mathrel x
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lesssim msa 46 0 mathrel x
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lessapprox msa 47 0 mathrel x
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eqslantless msa 48 0 mathrel x
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eqslantgtr msa 49 0 mathrel x
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curlyeqprec msa 50 0 mathrel x
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curlyeqsucc msa 51 0 mathrel x
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preccurlyeq msa 52 0 mathrel x
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leqq msa 53 0 mathrel x
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leqslant msa 54 0 mathrel x
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lessgtr msa 55 0 mathrel x
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backprime msa 56 0 mathord x
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risingdotseq msa 58 0 mathrel x
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fallingdotseq msa 59 0 mathrel x
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succcurlyeq msa 60 0 mathrel x
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geqq msa 61 0 mathrel x
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geqslant msa 62 0 mathrel x
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gtrless msa 63 0 mathrel x
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bigstar msa 70 0 mathord x
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between msa 71 0 mathrel x
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blacktriangledown msa 72 0 mathord x
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blacktriangleright msa 73 0 mathrel x
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blacktriangleleft msa 74 0 mathrel x
|
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vartriangle msa 77 0 mathrel x
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blacktriangle msa 78 0 mathord x
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triangledown msa 79 0 mathord x
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eqcirc msa 80 0 mathrel x
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lesseqgtr msa 81 0 mathrel x
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gtreqless msa 82 0 mathrel x
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lesseqqgtr msa 83 0 mathrel x
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gtreqqless msa 84 0 mathrel x
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Rrightarrow msa 86 0 mathrel x
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Lleftarrow msa 87 0 mathrel x
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veebar msa 89 0 mathbin x
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barwedge msa 90 0 mathbin x
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doublebarwedge msa 91 0 mathbin x
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measuredangle msa 93 0 mathord x
|
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sphericalangle msa 94 0 mathord x
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varpropto msa 95 0 mathrel x
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smallsmile msa 96 0 mathrel x
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smallfrown msa 97 0 mathrel x
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Subset msa 98 0 mathrel x
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Supset msa 99 0 mathrel x
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Cup msa 100 0 mathbin x
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doublecup msa 100 0 mathbin x
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Cap msa 101 0 mathbin x
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doublecap msa 101 0 mathbin x
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curlywedge msa 102 0 mathbin x
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curlyvee msa 103 0 mathbin x
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leftthreetimes msa 104 0 mathbin x
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rightthreetimes msa 105 0 mathbin x
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subseteqq msa 106 0 mathrel x
|
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supseteqq msa 107 0 mathrel x
|
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bumpeq msa 108 0 mathrel x
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Bumpeq msa 109 0 mathrel x
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lll msa 110 0 mathrel x
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llltr msa 110 0 mathrel x
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ggg msa 111 0 mathrel x
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gggtr msa 111 0 mathrel x
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circledS msa 115 0 mathord x
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pitchfork msa 116 0 mathrel x
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dotplus msa 117 0 mathbin x
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backsim msa 118 0 mathrel x
|
||
backsimeq msa 119 0 mathrel x
|
||
complement msa 123 0 mathord x
|
||
intercal msa 124 0 mathbin x
|
||
circledcirc msa 125 0 mathbin x
|
||
circledast msa 126 0 mathbin x
|
||
circleddash msa 127 0 mathbin x
|
||
lvertneqq msb 161 0 mathrel x
|
||
gvertneqq msb 162 0 mathrel x
|
||
nleq msb 163 0 mathrel x
|
||
ngeq msb 164 0 mathrel x
|
||
nless msb 165 0 mathrel x
|
||
ngtr msb 166 0 mathrel x
|
||
nprec msb 167 0 mathrel x
|
||
nsucc msb 168 0 mathrel x
|
||
lneqq msb 169 0 mathrel x
|
||
gneqq msb 170 0 mathrel x
|
||
nleqslant msb 173 0 mathrel x
|
||
ngeqslant msb 174 0 mathrel x
|
||
lneq msb 175 0 mathrel x
|
||
gneq msb 176 0 mathrel x
|
||
npreceq msb 177 0 mathrel x
|
||
nsucceq msb 178 0 mathrel x
|
||
precnsim msb 179 0 mathrel x
|
||
succnsim msb 180 0 mathrel x
|
||
lnsim msb 181 0 mathrel x
|
||
gnsim msb 182 0 mathrel x
|
||
nleqq msb 183 0 mathrel x
|
||
ngeqq msb 184 0 mathrel x
|
||
precneqq msb 185 0 mathrel x
|
||
succneqq msb 186 0 mathrel x
|
||
precnapprox msb 187 0 mathrel x
|
||
succnapprox msb 188 0 mathrel x
|
||
lnapprox msb 189 0 mathrel x
|
||
gnapprox msb 190 0 mathrel x
|
||
nsim msb 191 0 mathrel x
|
||
ncong msb 192 0 mathrel x
|
||
diagup msb 193 0 mathord x
|
||
diagdown msb 194 0 mathord x
|
||
varsubsetneq msb 195 0 mathrel x
|
||
varsupsetneq msb 33 0 mathrel x
|
||
nsubseteqq msb 34 0 mathrel x
|
||
nsupseteqq msb 35 0 mathrel x
|
||
subsetneqq msb 36 0 mathrel x
|
||
supsetneqq msb 37 0 mathrel x
|
||
varsubsetneqq msb 38 0 mathrel x
|
||
varsupsetneqq msb 39 0 mathrel x
|
||
subsetneq msb 40 0 mathrel x
|
||
supsetneq msb 41 0 mathrel x
|
||
nsubseteq msb 42 0 mathrel x
|
||
nsupseteq msb 43 0 mathrel x
|
||
nparallel msb 44 0 mathrel x
|
||
nmid msb 45 0 mathrel x
|
||
nshortmid msb 46 0 mathrel x
|
||
nshortparallel msb 47 0 mathrel x
|
||
nvdash msb 48 0 mathrel x
|
||
nVdash msb 49 0 mathrel x
|
||
nvDash msb 50 0 mathrel x
|
||
nVDash msb 51 0 mathrel x
|
||
ntrianglerighteq msb 52 0 mathrel x
|
||
ntrianglelefteq msb 53 0 mathrel x
|
||
ntriangleleft msb 54 0 mathrel x
|
||
ntriangleright msb 55 0 mathrel x
|
||
nleftarrow msb 56 0 mathrel x
|
||
nrightarrow msb 57 0 mathrel x
|
||
nLeftarrow msb 58 0 mathrel x
|
||
nRightarrow msb 59 0 mathrel x
|
||
nLeftrightarrow msb 60 0 mathrel x
|
||
nleftrightarrow msb 61 0 mathrel x
|
||
divideontimes msb 62 0 mathbin x
|
||
varnothing msb 63 0 mathord x
|
||
nexists msb 64 0 mathord x
|
||
Finv msb 96 0 mathord x
|
||
Game msb 97 0 mathord x
|
||
eth msb 103 0 mathord x
|
||
eqsim msb 104 0 mathrel x
|
||
beth msb 105 0 mathord x
|
||
gimel msb 106 0 mathord x
|
||
daleth msb 107 0 mathord x
|
||
lessdot msb 108 0 mathbin x
|
||
gtrdot msb 109 0 mathbin x
|
||
ltimes msb 110 0 mathbin x
|
||
rtimes msb 111 0 mathbin x
|
||
shortmid msb 112 0 mathrel x
|
||
shortparallel msb 113 0 mathrel x
|
||
smallsetminus msb 114 0 mathbin x
|
||
thicksim msb 115 0 mathrel x
|
||
thickapprox msb 116 0 mathrel x
|
||
approxeq msb 117 0 mathrel x
|
||
succapprox msb 118 0 mathrel x
|
||
precapprox msb 119 0 mathrel x
|
||
curvearrowleft msb 120 0 mathrel x
|
||
curvearrowright msb 121 0 mathrel x
|
||
digamma msb 122 0 mathord x
|
||
varkappa msb 123 0 mathord x
|
||
Bbbk msb 124 0 mathord x
|
||
hslash msb 125 0 mathord x
|
||
hbar msb 126 0 mathord x
|
||
backepsilon msb 127 0 mathrel x
|
||
|
||
lyxbar cmsy 161 0 mathord x
|
||
lyxeq cmr 61 0 mathord x
|
||
lyxdabar msa 57 0 mathord x
|
||
lyxright msa 75 0 mathord x
|
||
lyxleft msa 76 0 mathord x
|
||
|
||
male wasy 26 0 x x
|
||
female wasy 25 0 x x
|
||
currency wasy 27 0 x x
|
||
phone wasy 7 0 x x
|
||
recorder wasy 6 0 x x
|
||
clock wasy 28 0 x x
|
||
lightning wasy 18 0 x x
|
||
pointer wasy 9 0 x x
|
||
RIGHTarrow wasy 17 0 x x
|
||
LEFTarrow wasy 16 0 x x
|
||
UParrow wasy 75 0 x x
|
||
DOWNarrow wasy 76 0 x x
|
||
#AC wasy n0.5pt\wasyfamily\char58\kern0.5pt}}
|
||
#HF {\leavevmode
|
||
# \lower0.9pt\hbox to 0pt{\kern0.5pt\wasyfamily\char58\hss}%
|
||
# \raise0.9pt\hbox{\kern0.5pt\wasyfamily\char58\kern0.5pt}}
|
||
#VHF wasy 64 0 x x
|
||
Square wasy 50 0 x x
|
||
#CheckedBox wasy 50\hss}\hbox{\wasyfamily\char8 0 x
|
||
XBox wasy 52 0 x x
|
||
hexagon wasy 55 0 x x
|
||
pentagon wasy 68 0 x x
|
||
octagon wasy 56 0 x x
|
||
varhexagon wasy 57 0 x x
|
||
hexstar wasy 65 0 x x
|
||
varhexstar wasy 66 0 x x
|
||
davidsstar wasy 67 0 x x
|
||
diameter wasy 31 0 x x
|
||
invdiameter wasy 21 0 x x
|
||
varangle wasy 30 0 x x
|
||
wasylozenge wasy 53 0 x x
|
||
kreuz wasy 54 0 x x
|
||
smiley wasy 44 0 x x
|
||
frownie wasy 47 0 x x
|
||
blacksmiley wasy 45 0 x x
|
||
sun wasy 46 0 x x
|
||
checked wasy 8 0 x x
|
||
bell wasy 10 0 x x
|
||
eighthnote wasy 11 0 x x
|
||
quarternote wasy 12 0 x x
|
||
halfnote wasy 13 0 x x
|
||
fullnote wasy 14 0 x x
|
||
twonotes wasy 15 0 x x
|
||
brokenvert wasy 124 0 x x
|
||
ataribox wasy 109 0 x x
|
||
wasytherefore wasy 5 0 x x
|
||
Circle wasy 35 0 x x
|
||
CIRCLE wasy 32 0 x x
|
||
Leftcircle wasy 73 0 x x
|
||
LEFTCIRCLE wasy 71 0 x x
|
||
Rightcircle wasy 74 0 x x
|
||
RIGHTCIRCLE wasy 72 0 x x
|
||
#LEFTcircle {\hbox to 0pt{\wasyfamily\char71\hss}\hbox{\wasyfamily\char35}}
|
||
#RIGHTcircle{\hbox to 0pt{\wasyfamily\char72\hss}\hbox{\wasyfamily\char35}}
|
||
|
||
#
|
||
# wasy astronomy
|
||
#
|
||
|
||
vernal wasy 23 0 x x
|
||
ascnode wasy 19 0 x x
|
||
descnode wasy 20 0 x x
|
||
fullmoon wasy 35 0 x x
|
||
newmoon wasy 32 0 x x
|
||
leftmoon wasy 36 0 x x
|
||
rightmoon wasy 37 0 x x
|
||
astrosun cmsy 175 0 mathbin x
|
||
mercury wasy 39 0 x x
|
||
venus wasy 25 0 x x
|
||
earth wasy 38 0 x x
|
||
mars wasy 26 0 x x
|
||
jupiter wasy 88 0 x x
|
||
saturn wasy 89 0 x x
|
||
uranus wasy 90 0 x x
|
||
neptune wasy 91 0 x x
|
||
pluto wasy 92 0 x x
|
||
|
||
#
|
||
# wasy zodiac
|
||
#
|
||
aries wasy 23 0 x x
|
||
taurus wasy 93 0 x x
|
||
gemini wasy 94 0 x x
|
||
cancer wasy 95 0 x x
|
||
leo wasy 19 0 x x
|
||
virgo wasy 96 0 x x
|
||
libra wasy 97 0 x x
|
||
scorpio wasy 98 0 x x
|
||
sagittarius wasy 99 0 x x
|
||
capricornus wasy 100 0 x x
|
||
aquarius wasy 101 0 x x
|
||
pisces wasy 102 0 x x
|
||
conjunction wasy 86 0 x x
|
||
opposition wasy 87 0 x x
|
||
# APL characters
|
||
APLstar wasy 69 0 x x
|
||
APLlog wasy 22 0 x x
|
||
APLbox wasy 126 0 x x
|
||
APLup wasy 0 0 x x
|
||
APLdown wasy 70 0 x x
|
||
APLinput wasy 125 0 x x
|
||
APLcomment wasy 127 0 x x
|
||
#APLinv {{\hbox to 0pt{$\div$\hss}\APLbox}}
|
||
APLuparrowbox wasy 110 0 x x
|
||
APLdownarrowbox wasy 111 0 x x
|
||
APLleftarrowbox wasy 112 0 x x
|
||
APLrightarrowbox wasy 113 0 x x
|
||
|
||
# math characters
|
||
Bowtie wasy 49 0 x x
|
||
leftturn wasy 34 0 x x
|
||
rightturn wasy 33 0 x x
|
||
# diagrams
|
||
#photon wasy 58\char58\char58\char58}}
|
||
#gluon wasy 81\char80\char80\char80%
|
||
#char80\char80\char80\char82}}
|
||
# special characters
|
||
cent wasy 103 0 x x
|
||
permil wasy 104 0 x x
|
||
agemO wasy 48 0 x x
|
||
thorn wasy 105 0 x x
|
||
Thorn wasy 106 0 x x
|
||
openo wasy 108 0 x x
|
||
inve wasy 85 0 x x
|
||
|
||
#mho wasy 48 0 mathord x
|
||
#Join wasy 49 0 mathrel x
|
||
#Box wasy 50 0 mathord x
|
||
#Diamond wasy 51 0 mathord x
|
||
leadsto wasy 59 0 mathrel x
|
||
#sqsubset wasy 60 0 mathrel x
|
||
#sqsupset wasy 61 0 mathrel x
|
||
#lhd wasy 1 0 mathbin x
|
||
#unlhd wasy 2 0 mathbin x
|
||
LHD wasy 16 0 mathbin x
|
||
#rhd wasy 3 0 mathbin x
|
||
#unrhd wasy 4 0 mathbin x
|
||
RHD wasy 17 0 mathbin x
|
||
apprle wasy 62 0 mathrel x
|
||
apprge wasy 63 0 mathrel x
|
||
wasypropto wasy 29 0 mathrel x
|
||
invneg wasy 24 0 mathrel x
|
||
ocircle wasy 35 0 mathbin x
|
||
logof wasy 22 0 mathrel x
|
||
varint wasy 114 0 mathop x
|
||
iint wasy 115 0 mathop x
|
||
iiint wasy 116 0 mathop x
|
||
varoint wasy 117 0 mathop x
|
||
oiint wasy 118 0 mathop x
|
||
|
||
|
||
log lyxblacktext 0 0 func x
|
||
lg lyxblacktext 0 0 func x
|
||
ln lyxblacktext 0 0 func x
|
||
lim lyxblacktext 0 0 funclim x
|
||
limsup lyxblacktext 0 0 funclim x
|
||
liminf lyxblacktext 0 0 funclim x
|
||
sin lyxblacktext 0 0 func x
|
||
arcsin lyxblacktext 0 0 func x
|
||
sinh lyxblacktext 0 0 func x
|
||
cos lyxblacktext 0 0 func x
|
||
arccos lyxblacktext 0 0 func x
|
||
cosh lyxblacktext 0 0 func x
|
||
tan lyxblacktext 0 0 func x
|
||
arctan lyxblacktext 0 0 func x
|
||
tanh lyxblacktext 0 0 func x
|
||
cot lyxblacktext 0 0 func x
|
||
coth lyxblacktext 0 0 func x
|
||
sec lyxblacktext 0 0 func x
|
||
csc lyxblacktext 0 0 func x
|
||
max lyxblacktext 0 0 funclim x
|
||
min lyxblacktext 0 0 funclim x
|
||
sup lyxblacktext 0 0 funclim x
|
||
inf lyxblacktext 0 0 funclim x
|
||
arg lyxblacktext 0 0 func x
|
||
ker lyxblacktext 0 0 func x
|
||
dim lyxblacktext 0 0 func x
|
||
hom lyxblacktext 0 0 func x
|
||
det lyxblacktext 0 0 funclim x
|
||
exp lyxblacktext 0 0 func x
|
||
Pr lyxblacktext 0 0 funclim x
|
||
gcd lyxblacktext 0 0 funclim x
|
||
deg lyxblacktext 0 0 func x
|
||
bmod lyxblacktext 0 0 func x
|
||
|
||
{ mathnormal 0 0 special x
|
||
} mathnormal 0 0 special x
|
||
$ mathnormal 0 0 special x
|
||
% mathnormal 0 0 special x
|
||
& mathnormal 0 0 special x
|
||
## don't remove the space from the beginning of the next line
|
||
# mathnormal 0 0 special x
|
||
|
||
|
||
|
||
#
|
||
# pre-defined macros
|
||
#
|
||
|
||
\def\neq{\not=}
|
||
\def\ne{\not=}
|
||
\def\notin{\not\in}
|
||
\def\slash{/}
|
||
|
||
\def\longleftrightarrow{\leftarrow\kern-12.5mu\rightarrow}
|
||
\def\Longleftrightarrow{\Leftarrow\kern-12.5mu\Rightarrow}
|
||
\def\iff{\Leftarrow\kern-12.5mu\Rightarrow}
|
||
\def\doteq{\stackrel{\cdot}{=}}
|
||
|
||
iffont cmsy
|
||
\def\longrightarrow{\lyxbar\kern-11mu\rightarrow}
|
||
\def\longleftarrow{\leftarrow\kern-11mu\lyxbar}
|
||
\def\Longrightarrow{\lyxeq\kern-9.5mu\Rightarrow}
|
||
\def\Longleftarrow{\Leftarrow\kern-9.5mu\lyxeq}
|
||
\def\implies{\Longrightarrow}
|
||
\def\mapsto{\mapstochar\kern-9mu\rightarrow}
|
||
\def\longmapsto{\mapstochar\kern-6mu\lyxbar\kern-11mu\rightarrow}
|
||
\def\models{\vert\kern-7mu\lyxeq}
|
||
endif
|
||
iffont cmm
|
||
\def\hookrightarrow{\lhook\kern-12mu\rightarrow}
|
||
\def\hookleftarrow{\leftarrow\kern-12mu\rhook}
|
||
\def\bowtie{\triangleright\kern-6mu\triangleleft}
|
||
endif
|
||
iffont msa
|
||
\def\dashrightarrow{\lyxdabar\lyxdabar\lyxright}
|
||
\def\dashleftarrow{\lyxleft\lyxdabar\lyxdabar}
|
||
\def\dasharrow{\dashrightarrow}
|
||
endif
|
||
iffont msb
|
||
\def\Join{\ltimes\kern-18.5mu\rtimes}
|
||
endif
|
||
\def\mathcircumflex{\mbox{\^{}}}{\^}
|
||
# Fixme: latin-1 chars in text file
|
||
\def\AA{\AA}{<7B>}
|
||
\def\O{\O}{<7B>}
|
||
|
||
iffont cmsy
|
||
# The \sim is placed too high...
|
||
\def\cong{\stackrel{_\sim}{=}}
|
||
lyxsurd cmsy 112 0 mathord x
|
||
\def\surd{^\lyxsurd}
|
||
\def\textdegree{\kern-1mu^{\circ}\kern-4mu}
|
||
else
|
||
cong lyxsymbol 64 0 mathrel x
|
||
surd lyxsymbol 214 0 mathord x
|
||
textdegree lyxsymbol 176 0 mathord x
|
||
endif
|
||
|
||
#"{\hat{}}
|
||
|