|
| 1 | +# Mapping from LaTeX math symbol to the corresponding Unicode codepoint. |
| 2 | +# This is used for tab substitution in the REPL. |
| 3 | + |
| 4 | +# The symbol listing was generated from the W3C symbol mapping file: |
| 5 | +# http://www.w3.org/Math/characters/unicode.xml |
| 6 | +# by the following Julia script: |
| 7 | +#= |
| 8 | +using LightXML |
| 9 | +xdoc = parse_file("unicode.xml") |
| 10 | +latexsym = {} |
| 11 | +Ls = Set() |
| 12 | +for c in child_nodes(root(xdoc)) |
| 13 | + if name(c) == "character" && is_elementnode(c) |
| 14 | + ce = XMLElement(c) |
| 15 | + latex = nothing |
| 16 | + for el in ("AMS", "IEEE", "mathlatex", "latex") |
| 17 | + latex = find_element(ce, el) |
| 18 | + latex != nothing && break |
| 19 | + end |
| 20 | + if latex != nothing |
| 21 | + L = strip(content(latex)) |
| 22 | + id = attribute(ce, "id") |
| 23 | + U = string(map(s -> char(parseint(s, 16)), |
| 24 | + split(id[2:end], "-"))...) |
| 25 | + if ismatch(r"^\\[A-Za-z]+$",L) && !isa(U,ASCIIString) |
| 26 | + if L in Ls |
| 27 | + println("# duplicated symbol $L ($id)") |
| 28 | + else |
| 29 | + push!(latexsym, (L, U)) |
| 30 | + push!(Ls, L) |
| 31 | + end |
| 32 | + end |
| 33 | + end |
| 34 | + end |
| 35 | +end |
| 36 | +println("# ", length(latexsym), " symbols generated from unicode.xml") |
| 37 | +for (L, U) in latexsym |
| 38 | + println(" \"$(escape_string(L))\" => \"$(escape_string(U))\",") |
| 39 | +end |
| 40 | +=# |
| 41 | + |
| 42 | +const latex_symbols = [ |
| 43 | + |
| 44 | +# manual additions: |
| 45 | + |
| 46 | + "\\sqrt" => "\u221A", |
| 47 | + "\\cbrt" => "\u221B", |
| 48 | + "\\female" => "♀", |
| 49 | + "\\mars" => "♂", |
| 50 | + |
| 51 | +# 732 symbols generated from unicode.xml |
| 52 | + "\\textexclamdown" => "¡", |
| 53 | + "\\sterling" => "£", |
| 54 | + "\\yen" => "¥", |
| 55 | + "\\textbrokenbar" => "¦", |
| 56 | + "\\S" => "§", |
| 57 | + "\\textasciidieresis" => "¨", |
| 58 | + "\\copyright" => "©", |
| 59 | + "\\textordfeminine" => "ª", |
| 60 | + "\\neg" => "¬", |
| 61 | + "\\circledR" => "®", |
| 62 | + "\\textasciimacron" => "¯", |
| 63 | + "\\degree" => "°", |
| 64 | + "\\pm" => "±", |
| 65 | + "\\textasciiacute" => "´", |
| 66 | + "\\P" => "¶", |
| 67 | + "\\cdotp" => "·", |
| 68 | + "\\textordmasculine" => "º", |
| 69 | + "\\textonequarter" => "¼", |
| 70 | + "\\textonehalf" => "½", |
| 71 | + "\\textthreequarters" => "¾", |
| 72 | + "\\textquestiondown" => "¿", |
| 73 | + "\\AA" => "Å", |
| 74 | + "\\AE" => "Æ", |
| 75 | + "\\DH" => "Ð", |
| 76 | + "\\times" => "×", |
| 77 | + "\\O" => "Ø", |
| 78 | + "\\TH" => "Þ", |
| 79 | + "\\ss" => "ß", |
| 80 | + "\\aa" => "å", |
| 81 | + "\\ae" => "æ", |
| 82 | + "\\eth" => "ð", |
| 83 | + "\\div" => "÷", |
| 84 | + "\\o" => "ø", |
| 85 | + "\\th" => "þ", |
| 86 | + "\\DJ" => "Đ", |
| 87 | + "\\dj" => "đ", |
| 88 | + "\\Elzxh" => "ħ", |
| 89 | + "\\imath" => "ı", |
| 90 | + "\\L" => "Ł", |
| 91 | + "\\l" => "ł", |
| 92 | + "\\NG" => "Ŋ", |
| 93 | + "\\ng" => "ŋ", |
| 94 | + "\\OE" => "Œ", |
| 95 | + "\\oe" => "œ", |
| 96 | + "\\texthvlig" => "ƕ", |
| 97 | + "\\textnrleg" => "ƞ", |
| 98 | + "\\textdoublepipe" => "ǂ", |
| 99 | + "\\Elztrna" => "ɐ", |
| 100 | + "\\Elztrnsa" => "ɒ", |
| 101 | + "\\Elzopeno" => "ɔ", |
| 102 | + "\\Elzrtld" => "ɖ", |
| 103 | + "\\Elzschwa" => "ə", |
| 104 | + "\\varepsilon" => "ɛ", |
| 105 | + "\\Elzpgamma" => "ɣ", |
| 106 | + "\\Elzpbgam" => "ɤ", |
| 107 | + "\\Elztrnh" => "ɥ", |
| 108 | + "\\Elzbtdl" => "ɬ", |
| 109 | + "\\Elzrtll" => "ɭ", |
| 110 | + "\\Elztrnm" => "ɯ", |
| 111 | + "\\Elztrnmlr" => "ɰ", |
| 112 | + "\\Elzltlmr" => "ɱ", |
| 113 | + "\\Elzltln" => "ɲ", |
| 114 | + "\\Elzrtln" => "ɳ", |
| 115 | + "\\Elzclomeg" => "ɷ", |
| 116 | + "\\textphi" => "ɸ", |
| 117 | + "\\Elztrnr" => "ɹ", |
| 118 | + "\\Elztrnrl" => "ɺ", |
| 119 | + "\\Elzrttrnr" => "ɻ", |
| 120 | + "\\Elzrl" => "ɼ", |
| 121 | + "\\Elzrtlr" => "ɽ", |
| 122 | + "\\Elzfhr" => "ɾ", |
| 123 | + "\\Elzrtls" => "ʂ", |
| 124 | + "\\Elzesh" => "ʃ", |
| 125 | + "\\Elztrnt" => "ʇ", |
| 126 | + "\\Elzrtlt" => "ʈ", |
| 127 | + "\\Elzpupsil" => "ʊ", |
| 128 | + "\\Elzpscrv" => "ʋ", |
| 129 | + "\\Elzinvv" => "ʌ", |
| 130 | + "\\Elzinvw" => "ʍ", |
| 131 | + "\\Elztrny" => "ʎ", |
| 132 | + "\\Elzrtlz" => "ʐ", |
| 133 | + "\\Elzyogh" => "ʒ", |
| 134 | + "\\Elzglst" => "ʔ", |
| 135 | + "\\Elzreglst" => "ʕ", |
| 136 | + "\\Elzinglst" => "ʖ", |
| 137 | + "\\textturnk" => "ʞ", |
| 138 | + "\\Elzdyogh" => "ʤ", |
| 139 | + "\\Elztesh" => "ʧ", |
| 140 | + "\\rasp" => "ʼ", |
| 141 | + "\\textasciicaron" => "ˇ", |
| 142 | + "\\Elzverts" => "ˈ", |
| 143 | + "\\Elzverti" => "ˌ", |
| 144 | + "\\Elzlmrk" => "ː", |
| 145 | + "\\Elzhlmrk" => "ˑ", |
| 146 | + "\\Elzsbrhr" => "˒", |
| 147 | + "\\Elzsblhr" => "˓", |
| 148 | + "\\Elzrais" => "˔", |
| 149 | + "\\Elzlow" => "˕", |
| 150 | + "\\u" => "˘", |
| 151 | + "\\texttildelow" => "˜", |
| 152 | + "\\grave" => "̀", |
| 153 | + "\\acute" => "́", |
| 154 | + "\\hat" => "̂", |
| 155 | + "\\tilde" => "̃", |
| 156 | + "\\bar" => "̄", |
| 157 | + "\\breve" => "̆", |
| 158 | + "\\dot" => "̇", |
| 159 | + "\\ddot" => "̈", |
| 160 | + "\\ocirc" => "̊", |
| 161 | + "\\H" => "̋", |
| 162 | + "\\check" => "̌", |
| 163 | + "\\Elzpalh" => "̡", |
| 164 | + "\\Elzrh" => "̢", |
| 165 | + "\\c" => "̧", |
| 166 | + "\\k" => "̨", |
| 167 | + "\\Elzsbbrg" => "̪", |
| 168 | + "\\Elzxl" => "̵", |
| 169 | + "\\Elzbar" => "̶", |
| 170 | + "\\Alpha" => "Α", |
| 171 | + "\\Beta" => "Β", |
| 172 | + "\\Gamma" => "Γ", |
| 173 | + "\\Delta" => "Δ", |
| 174 | + "\\Epsilon" => "Ε", |
| 175 | + "\\Zeta" => "Ζ", |
| 176 | + "\\Eta" => "Η", |
| 177 | + "\\Theta" => "Θ", |
| 178 | + "\\Iota" => "Ι", |
| 179 | + "\\Kappa" => "Κ", |
| 180 | + "\\Lambda" => "Λ", |
| 181 | + "\\Xi" => "Ξ", |
| 182 | + "\\Pi" => "Π", |
| 183 | + "\\Rho" => "Ρ", |
| 184 | + "\\Sigma" => "Σ", |
| 185 | + "\\Tau" => "Τ", |
| 186 | + "\\Upsilon" => "Υ", |
| 187 | + "\\Phi" => "Φ", |
| 188 | + "\\Chi" => "Χ", |
| 189 | + "\\Psi" => "Ψ", |
| 190 | + "\\Omega" => "Ω", |
| 191 | + "\\alpha" => "α", |
| 192 | + "\\beta" => "β", |
| 193 | + "\\gamma" => "γ", |
| 194 | + "\\delta" => "δ", |
| 195 | + "\\zeta" => "ζ", |
| 196 | + "\\eta" => "η", |
| 197 | + "\\theta" => "θ", |
| 198 | + "\\iota" => "ι", |
| 199 | + "\\kappa" => "κ", |
| 200 | + "\\lambda" => "λ", |
| 201 | + "\\mu" => "μ", |
| 202 | + "\\nu" => "ν", |
| 203 | + "\\xi" => "ξ", |
| 204 | + "\\pi" => "π", |
| 205 | + "\\rho" => "ρ", |
| 206 | + "\\varsigma" => "ς", |
| 207 | + "\\sigma" => "σ", |
| 208 | + "\\tau" => "τ", |
| 209 | + "\\upsilon" => "υ", |
| 210 | + "\\varphi" => "φ", |
| 211 | + "\\chi" => "χ", |
| 212 | + "\\psi" => "ψ", |
| 213 | + "\\omega" => "ω", |
| 214 | + "\\vartheta" => "ϑ", |
| 215 | + "\\phi" => "ϕ", |
| 216 | + "\\varpi" => "ϖ", |
| 217 | + "\\Stigma" => "Ϛ", |
| 218 | + "\\Digamma" => "Ϝ", |
| 219 | + "\\digamma" => "ϝ", |
| 220 | + "\\Koppa" => "Ϟ", |
| 221 | + "\\Sampi" => "Ϡ", |
| 222 | + "\\varkappa" => "ϰ", |
| 223 | + "\\varrho" => "ϱ", |
| 224 | + "\\textTheta" => "ϴ", |
| 225 | + "\\epsilon" => "ϵ", |
| 226 | + "\\backepsilon" => "϶", |
| 227 | + "\\enspace" => " ", |
| 228 | + "\\quad" => " ", |
| 229 | + "\\thickspace" => " ", |
| 230 | + "\\thinspace" => " ", |
| 231 | + "\\hspace" => " ", |
| 232 | + "\\endash" => "–", |
| 233 | + "\\emdash" => "—", |
| 234 | + "\\Vert" => "‖", |
| 235 | + "\\lq" => "‘", |
| 236 | + "\\rq" => "’", |
| 237 | + "\\Elzreapos" => "‛", |
| 238 | + "\\textquotedblleft" => "“", |
| 239 | + "\\textquotedblright" => "”", |
| 240 | + "\\dagger" => "†", |
| 241 | + "\\ddagger" => "‡", |
| 242 | + "\\bullet" => "•", |
| 243 | + "\\dots" => "…", |
| 244 | + "\\textperthousand" => "‰", |
| 245 | + "\\textpertenthousand" => "‱", |
| 246 | + "\\prime" => "′", |
| 247 | + "\\backprime" => "‵", |
| 248 | + "\\guilsinglleft" => "‹", |
| 249 | + "\\guilsinglright" => "›", |
| 250 | + "\\nolinebreak" => "\u2060", |
| 251 | + "\\Elzpes" => "₧", |
| 252 | + "\\dddot" => "⃛", |
| 253 | + "\\ddddot" => "⃜", |
| 254 | + "\\hslash" => "ℏ", |
| 255 | + "\\Im" => "ℑ", |
| 256 | + "\\ell" => "ℓ", |
| 257 | + "\\textnumero" => "№", |
| 258 | + "\\wp" => "℘", |
| 259 | + "\\Re" => "ℜ", |
| 260 | + "\\Elzxrat" => "℞", |
| 261 | + "\\texttrademark" => "™", |
| 262 | + "\\mho" => "℧", |
| 263 | + "\\aleph" => "ℵ", |
| 264 | + "\\beth" => "ℶ", |
| 265 | + "\\gimel" => "ℷ", |
| 266 | + "\\daleth" => "ℸ", |
| 267 | + "\\BbbPi" => "ℿ", |
| 268 | + "\\bbsum" => "⅀", |
| 269 | + "\\Game" => "⅁", |
| 270 | + "\\leftarrow" => "←", |
| 271 | + "\\uparrow" => "↑", |
| 272 | + "\\rightarrow" => "→", |
| 273 | + "\\downarrow" => "↓", |
| 274 | + "\\leftrightarrow" => "↔", |
| 275 | + "\\updownarrow" => "↕", |
| 276 | + "\\nwarrow" => "↖", |
| 277 | + "\\nearrow" => "↗", |
| 278 | + "\\searrow" => "↘", |
| 279 | + "\\swarrow" => "↙", |
| 280 | + "\\nleftarrow" => "↚", |
| 281 | + "\\nrightarrow" => "↛", |
| 282 | + "\\leftsquigarrow" => "↜", |
| 283 | + "\\rightsquigarrow" => "↝", |
| 284 | + "\\twoheadleftarrow" => "↞", |
| 285 | + "\\twoheadrightarrow" => "↠", |
| 286 | + "\\leftarrowtail" => "↢", |
| 287 | + "\\rightarrowtail" => "↣", |
| 288 | + "\\mapsto" => "↦", |
| 289 | + "\\hookleftarrow" => "↩", |
| 290 | + "\\hookrightarrow" => "↪", |
| 291 | + "\\looparrowleft" => "↫", |
| 292 | + "\\looparrowright" => "↬", |
| 293 | + "\\leftrightsquigarrow" => "↭", |
| 294 | + "\\nleftrightarrow" => "↮", |
| 295 | + "\\Lsh" => "↰", |
| 296 | + "\\Rsh" => "↱", |
| 297 | + "\\curvearrowleft" => "↶", |
| 298 | + "\\curvearrowright" => "↷", |
| 299 | + "\\circlearrowleft" => "↺", |
| 300 | + "\\circlearrowright" => "↻", |
| 301 | + "\\leftharpoonup" => "↼", |
| 302 | + "\\leftharpoondown" => "↽", |
| 303 | + "\\upharpoonleft" => "↾", |
| 304 | + "\\upharpoonright" => "↿", |
| 305 | + "\\rightharpoonup" => "⇀", |
| 306 | + "\\rightharpoondown" => "⇁", |
| 307 | + "\\downharpoonright" => "⇂", |
| 308 | + "\\downharpoonleft" => "⇃", |
| 309 | + "\\rightleftarrows" => "⇄", |
| 310 | + "\\dblarrowupdown" => "⇅", |
| 311 | + "\\leftrightarrows" => "⇆", |
| 312 | + "\\leftleftarrows" => "⇇", |
| 313 | + "\\upuparrows" => "⇈", |
| 314 | + "\\rightrightarrows" => "⇉", |
| 315 | + "\\downdownarrows" => "⇊", |
| 316 | + "\\leftrightharpoons" => "⇋", |
| 317 | + "\\rightleftharpoons" => "⇌", |
| 318 | + "\\nLeftarrow" => "⇍", |
| 319 | + "\\nRightarrow" => "⇏", |
| 320 | + "\\Leftarrow" => "⇐", |
| 321 | + "\\Uparrow" => "⇑", |
| 322 | + "\\Rightarrow" => "⇒", |
| 323 | + "\\Downarrow" => "⇓", |
| 324 | + "\\Leftrightarrow" => "⇔", |
| 325 | + "\\Updownarrow" => "⇕", |
| 326 | + "\\Lleftarrow" => "⇚", |
| 327 | + "\\Rrightarrow" => "⇛", |
| 328 | + "\\DownArrowUpArrow" => "⇵", |
| 329 | + "\\leftarrowtriangle" => "⇽", |
| 330 | + "\\rightarrowtriangle" => "⇾", |
| 331 | + "\\forall" => "∀", |
| 332 | + "\\complement" => "∁", |
| 333 | + "\\partial" => "∂", |
| 334 | + "\\exists" => "∃", |
| 335 | + "\\nexists" => "∄", |
| 336 | + "\\varnothing" => "∅", |
| 337 | + "\\nabla" => "∇", |
| 338 | + "\\in" => "∈", |
| 339 | + "\\notin" => "∉", |
| 340 | + "\\ni" => "∋", |
| 341 | + "\\prod" => "∏", |
| 342 | + "\\coprod" => "∐", |
| 343 | + "\\sum" => "∑", |
| 344 | + "\\minus" => "−", |
| 345 | + "\\mp" => "∓", |
| 346 | + "\\dotplus" => "∔", |
| 347 | + "\\setminus" => "∖", |
| 348 | + "\\ast" => "∗", |
| 349 | + "\\circ" => "∘", |
| 350 | + "\\surd" => "√", |
| 351 | + "\\propto" => "∝", |
| 352 | + "\\infty" => "∞", |
| 353 | + "\\rightangle" => "∟", |
| 354 | + "\\angle" => "∠", |
| 355 | + "\\measuredangle" => "∡", |
| 356 | + "\\sphericalangle" => "∢", |
| 357 | + "\\mid" => "∣", |
| 358 | + "\\nmid" => "∤", |
| 359 | + "\\parallel" => "∥", |
| 360 | + "\\nparallel" => "∦", |
| 361 | + "\\wedge" => "∧", |
| 362 | + "\\vee" => "∨", |
| 363 | + "\\cap" => "∩", |
| 364 | + "\\cup" => "∪", |
| 365 | + "\\int" => "∫", |
| 366 | + "\\iint" => "∬", |
| 367 | + "\\iiint" => "∭", |
| 368 | + "\\oint" => "∮", |
| 369 | + "\\oiint" => "∯", |
| 370 | + "\\oiiint" => "∰", |
| 371 | + "\\clwintegral" => "∱", |
| 372 | + "\\therefore" => "∴", |
| 373 | + "\\because" => "∵", |
| 374 | + "\\Colon" => "∷", |
| 375 | + "\\dotminus" => "∸", |
| 376 | + "\\kernelcontraction" => "∻", |
| 377 | + "\\sim" => "∼", |
| 378 | + "\\backsim" => "∽", |
| 379 | + "\\lazysinv" => "∾", |
| 380 | + "\\wr" => "≀", |
| 381 | + "\\nsim" => "≁", |
| 382 | + "\\eqsim" => "≂", |
| 383 | + "\\neqsim" => "≂̸", |
| 384 | + "\\simeq" => "≃", |
| 385 | + "\\nsime" => "≄", |
| 386 | + "\\cong" => "≅", |
| 387 | + "\\approxnotequal" => "≆", |
| 388 | + "\\ncong" => "≇", |
| 389 | + "\\approx" => "≈", |
| 390 | + "\\napprox" => "≉", |
| 391 | + "\\approxeq" => "≊", |
| 392 | + "\\tildetrpl" => "≋", |
| 393 | + "\\allequal" => "≌", |
| 394 | + "\\asymp" => "≍", |
| 395 | + "\\Bumpeq" => "≎", |
| 396 | + "\\nBumpeq" => "≎̸", |
| 397 | + "\\bumpeq" => "≏", |
| 398 | + "\\nbumpeq" => "≏̸", |
| 399 | + "\\doteq" => "≐", |
| 400 | + "\\Doteq" => "≑", |
| 401 | + "\\fallingdotseq" => "≒", |
| 402 | + "\\risingdotseq" => "≓", |
| 403 | + "\\coloneq" => "≔", |
| 404 | + "\\eqcolon" => "≕", |
| 405 | + "\\eqcirc" => "≖", |
| 406 | + "\\circeq" => "≗", |
| 407 | + "\\wedgeq" => "≙", |
| 408 | + "\\starequal" => "≛", |
| 409 | + "\\triangleq" => "≜", |
| 410 | + "\\questeq" => "≟", |
| 411 | + "\\ne" => "≠", |
| 412 | + "\\equiv" => "≡", |
| 413 | + "\\nequiv" => "≢", |
| 414 | + "\\le" => "≤", |
| 415 | + "\\ge" => "≥", |
| 416 | + "\\leqq" => "≦", |
| 417 | + "\\geqq" => "≧", |
| 418 | + "\\lneqq" => "≨", |
| 419 | + "\\lvertneqq" => "≨︀", |
| 420 | + "\\gneqq" => "≩", |
| 421 | + "\\gvertneqq" => "≩︀", |
| 422 | + "\\ll" => "≪", |
| 423 | + "\\NotLessLess" => "≪̸", |
| 424 | + "\\gg" => "≫", |
| 425 | + "\\NotGreaterGreater" => "≫̸", |
| 426 | + "\\between" => "≬", |
| 427 | + "\\nless" => "≮", |
| 428 | + "\\ngtr" => "≯", |
| 429 | + "\\nleq" => "≰", |
| 430 | + "\\ngeq" => "≱", |
| 431 | + "\\lesssim" => "≲", |
| 432 | + "\\gtrsim" => "≳", |
| 433 | + "\\lessgtr" => "≶", |
| 434 | + "\\gtrless" => "≷", |
| 435 | + "\\notlessgreater" => "≸", |
| 436 | + "\\notgreaterless" => "≹", |
| 437 | + "\\prec" => "≺", |
| 438 | + "\\succ" => "≻", |
| 439 | + "\\preccurlyeq" => "≼", |
| 440 | + "\\succcurlyeq" => "≽", |
| 441 | + "\\precsim" => "≾", |
| 442 | + "\\nprecsim" => "≾̸", |
| 443 | + "\\succsim" => "≿", |
| 444 | + "\\nsuccsim" => "≿̸", |
| 445 | + "\\nprec" => "⊀", |
| 446 | + "\\nsucc" => "⊁", |
| 447 | + "\\subset" => "⊂", |
| 448 | + "\\supset" => "⊃", |
| 449 | + "\\nsubset" => "⊄", |
| 450 | + "\\nsupset" => "⊅", |
| 451 | + "\\subseteq" => "⊆", |
| 452 | + "\\supseteq" => "⊇", |
| 453 | + "\\nsubseteq" => "⊈", |
| 454 | + "\\nsupseteq" => "⊉", |
| 455 | + "\\subsetneq" => "⊊", |
| 456 | + "\\varsubsetneqq" => "⊊︀", |
| 457 | + "\\supsetneq" => "⊋", |
| 458 | + "\\varsupsetneq" => "⊋︀", |
| 459 | + "\\cupdot" => "⊍", |
| 460 | + "\\uplus" => "⊎", |
| 461 | + "\\sqsubset" => "⊏", |
| 462 | + "\\NotSquareSubset" => "⊏̸", |
| 463 | + "\\sqsupset" => "⊐", |
| 464 | + "\\NotSquareSuperset" => "⊐̸", |
| 465 | + "\\sqsubseteq" => "⊑", |
| 466 | + "\\sqsupseteq" => "⊒", |
| 467 | + "\\sqcap" => "⊓", |
| 468 | + "\\sqcup" => "⊔", |
| 469 | + "\\oplus" => "⊕", |
| 470 | + "\\ominus" => "⊖", |
| 471 | + "\\otimes" => "⊗", |
| 472 | + "\\oslash" => "⊘", |
| 473 | + "\\odot" => "⊙", |
| 474 | + "\\circledcirc" => "⊚", |
| 475 | + "\\circledast" => "⊛", |
| 476 | + "\\circleddash" => "⊝", |
| 477 | + "\\boxplus" => "⊞", |
| 478 | + "\\boxminus" => "⊟", |
| 479 | + "\\boxtimes" => "⊠", |
| 480 | + "\\boxdot" => "⊡", |
| 481 | + "\\vdash" => "⊢", |
| 482 | + "\\dashv" => "⊣", |
| 483 | + "\\top" => "⊤", |
| 484 | + "\\perp" => "⊥", |
| 485 | + "\\models" => "⊧", |
| 486 | + "\\vDash" => "⊨", |
| 487 | + "\\Vdash" => "⊩", |
| 488 | + "\\Vvdash" => "⊪", |
| 489 | + "\\VDash" => "⊫", |
| 490 | + "\\nvdash" => "⊬", |
| 491 | + "\\nvDash" => "⊭", |
| 492 | + "\\nVdash" => "⊮", |
| 493 | + "\\nVDash" => "⊯", |
| 494 | + "\\vartriangleleft" => "⊲", |
| 495 | + "\\vartriangleright" => "⊳", |
| 496 | + "\\trianglelefteq" => "⊴", |
| 497 | + "\\trianglerighteq" => "⊵", |
| 498 | + "\\original" => "⊶", |
| 499 | + "\\image" => "⊷", |
| 500 | + "\\multimap" => "⊸", |
| 501 | + "\\hermitconjmatrix" => "⊹", |
| 502 | + "\\intercal" => "⊺", |
| 503 | + "\\veebar" => "⊻", |
| 504 | + "\\rightanglearc" => "⊾", |
| 505 | + "\\bigwedge" => "⋀", |
| 506 | + "\\bigvee" => "⋁", |
| 507 | + "\\bigcap" => "⋂", |
| 508 | + "\\bigcup" => "⋃", |
| 509 | + "\\diamond" => "⋄", |
| 510 | + "\\cdot" => "⋅", |
| 511 | + "\\star" => "⋆", |
| 512 | + "\\divideontimes" => "⋇", |
| 513 | + "\\bowtie" => "⋈", |
| 514 | + "\\ltimes" => "⋉", |
| 515 | + "\\rtimes" => "⋊", |
| 516 | + "\\leftthreetimes" => "⋋", |
| 517 | + "\\rightthreetimes" => "⋌", |
| 518 | + "\\backsimeq" => "⋍", |
| 519 | + "\\curlyvee" => "⋎", |
| 520 | + "\\curlywedge" => "⋏", |
| 521 | + "\\Subset" => "⋐", |
| 522 | + "\\Supset" => "⋑", |
| 523 | + "\\Cap" => "⋒", |
| 524 | + "\\Cup" => "⋓", |
| 525 | + "\\pitchfork" => "⋔", |
| 526 | + "\\lessdot" => "⋖", |
| 527 | + "\\gtrdot" => "⋗", |
| 528 | + "\\verymuchless" => "⋘", |
| 529 | + "\\ggg" => "⋙", |
| 530 | + "\\lesseqgtr" => "⋚", |
| 531 | + "\\gtreqless" => "⋛", |
| 532 | + "\\curlyeqprec" => "⋞", |
| 533 | + "\\curlyeqsucc" => "⋟", |
| 534 | + "\\Elzsqspne" => "⋥", |
| 535 | + "\\lnsim" => "⋦", |
| 536 | + "\\gnsim" => "⋧", |
| 537 | + "\\precnsim" => "⋨", |
| 538 | + "\\succnsim" => "⋩", |
| 539 | + "\\ntriangleleft" => "⋪", |
| 540 | + "\\ntriangleright" => "⋫", |
| 541 | + "\\ntrianglelefteq" => "⋬", |
| 542 | + "\\ntrianglerighteq" => "⋭", |
| 543 | + "\\vdots" => "⋮", |
| 544 | + "\\cdots" => "⋯", |
| 545 | + "\\adots" => "⋰", |
| 546 | + "\\ddots" => "⋱", |
| 547 | + "\\barwedge" => "⌅", |
| 548 | + "\\lceil" => "⌈", |
| 549 | + "\\rceil" => "⌉", |
| 550 | + "\\lfloor" => "⌊", |
| 551 | + "\\rfloor" => "⌋", |
| 552 | + "\\recorder" => "⌕", |
| 553 | + "\\ulcorner" => "⌜", |
| 554 | + "\\urcorner" => "⌝", |
| 555 | + "\\llcorner" => "⌞", |
| 556 | + "\\lrcorner" => "⌟", |
| 557 | + "\\frown" => "⌢", |
| 558 | + "\\smile" => "⌣", |
| 559 | + "\\langle" => "〈", |
| 560 | + "\\rangle" => "〉", |
| 561 | + "\\obar" => "⌽", |
| 562 | + "\\Elzdlcorn" => "⎣", |
| 563 | + "\\lmoustache" => "⎰", |
| 564 | + "\\rmoustache" => "⎱", |
| 565 | + "\\textvisiblespace" => "␣", |
| 566 | + "\\circledS" => "Ⓢ", |
| 567 | + "\\Elzdshfnc" => "┆", |
| 568 | + "\\Elzsqfnw" => "┙", |
| 569 | + "\\diagup" => "╱", |
| 570 | + "\\diagdown" => "╲", |
| 571 | + "\\blacksquare" => "■", |
| 572 | + "\\square" => "□", |
| 573 | + "\\Elzvrecto" => "▯", |
| 574 | + "\\bigtriangleup" => "△", |
| 575 | + "\\blacktriangle" => "▴", |
| 576 | + "\\vartriangle" => "▵", |
| 577 | + "\\blacktriangleright" => "▸", |
| 578 | + "\\triangleright" => "▹", |
| 579 | + "\\bigtriangledown" => "▽", |
| 580 | + "\\blacktriangledown" => "▾", |
| 581 | + "\\triangledown" => "▿", |
| 582 | + "\\blacktriangleleft" => "◂", |
| 583 | + "\\triangleleft" => "◃", |
| 584 | + "\\lozenge" => "◊", |
| 585 | + "\\bigcirc" => "○", |
| 586 | + "\\Elzcirfl" => "◐", |
| 587 | + "\\Elzcirfr" => "◑", |
| 588 | + "\\Elzcirfb" => "◒", |
| 589 | + "\\Elzrvbull" => "◘", |
| 590 | + "\\Elzsqfl" => "◧", |
| 591 | + "\\Elzsqfr" => "◨", |
| 592 | + "\\Elzsqfse" => "◪", |
| 593 | + "\\bigstar" => "★", |
| 594 | + "\\rightmoon" => "☾", |
| 595 | + "\\mercury" => "☿", |
| 596 | + "\\venus" => "♀", |
| 597 | + "\\male" => "♂", |
| 598 | + "\\jupiter" => "♃", |
| 599 | + "\\saturn" => "♄", |
| 600 | + "\\uranus" => "♅", |
| 601 | + "\\neptune" => "♆", |
| 602 | + "\\pluto" => "♇", |
| 603 | + "\\aries" => "♈", |
| 604 | + "\\taurus" => "♉", |
| 605 | + "\\gemini" => "♊", |
| 606 | + "\\cancer" => "♋", |
| 607 | + "\\leo" => "♌", |
| 608 | + "\\virgo" => "♍", |
| 609 | + "\\libra" => "♎", |
| 610 | + "\\scorpio" => "♏", |
| 611 | + "\\sagittarius" => "♐", |
| 612 | + "\\capricornus" => "♑", |
| 613 | + "\\aquarius" => "♒", |
| 614 | + "\\pisces" => "♓", |
| 615 | + "\\spadesuit" => "♠", |
| 616 | + "\\heartsuit" => "♡", |
| 617 | + "\\diamondsuit" => "♢", |
| 618 | + "\\clubsuit" => "♣", |
| 619 | + "\\quarternote" => "♩", |
| 620 | + "\\eighthnote" => "♪", |
| 621 | + "\\flat" => "♭", |
| 622 | + "\\natural" => "♮", |
| 623 | + "\\sharp" => "♯", |
| 624 | + "\\checkmark" => "✓", |
| 625 | + "\\maltese" => "✠", |
| 626 | + "\\longleftarrow" => "⟵", |
| 627 | + "\\longrightarrow" => "⟶", |
| 628 | + "\\longleftrightarrow" => "⟷", |
| 629 | + "\\Longleftarrow" => "⟸", |
| 630 | + "\\Longrightarrow" => "⟹", |
| 631 | + "\\Longleftrightarrow" => "⟺", |
| 632 | + "\\longmapsto" => "⟼", |
| 633 | + "\\Mapsfrom" => "⤆", |
| 634 | + "\\Mapsto" => "⤇", |
| 635 | + "\\Uuparrow" => "⤊", |
| 636 | + "\\Ddownarrow" => "⤋", |
| 637 | + "\\bkarow" => "⤍", |
| 638 | + "\\dbkarow" => "⤏", |
| 639 | + "\\drbkarrow" => "⤐", |
| 640 | + "\\UpArrowBar" => "⤒", |
| 641 | + "\\DownArrowBar" => "⤓", |
| 642 | + "\\twoheadrightarrowtail" => "⤖", |
| 643 | + "\\hksearow" => "⤥", |
| 644 | + "\\hkswarow" => "⤦", |
| 645 | + "\\tona" => "⤧", |
| 646 | + "\\toea" => "⤨", |
| 647 | + "\\tosa" => "⤩", |
| 648 | + "\\towa" => "⤪", |
| 649 | + "\\rdiagovfdiag" => "⤫", |
| 650 | + "\\fdiagovrdiag" => "⤬", |
| 651 | + "\\seovnearrow" => "⤭", |
| 652 | + "\\neovsearrow" => "⤮", |
| 653 | + "\\fdiagovnearrow" => "⤯", |
| 654 | + "\\rdiagovsearrow" => "⤰", |
| 655 | + "\\neovnwarrow" => "⤱", |
| 656 | + "\\nwovnearrow" => "⤲", |
| 657 | + "\\ElzRlarr" => "⥂", |
| 658 | + "\\ElzrLarr" => "⥄", |
| 659 | + "\\Elzrarrx" => "⥇", |
| 660 | + "\\LeftRightVector" => "⥎", |
| 661 | + "\\RightUpDownVector" => "⥏", |
| 662 | + "\\DownLeftRightVector" => "⥐", |
| 663 | + "\\LeftUpDownVector" => "⥑", |
| 664 | + "\\LeftVectorBar" => "⥒", |
| 665 | + "\\RightVectorBar" => "⥓", |
| 666 | + "\\RightUpVectorBar" => "⥔", |
| 667 | + "\\RightDownVectorBar" => "⥕", |
| 668 | + "\\DownLeftVectorBar" => "⥖", |
| 669 | + "\\DownRightVectorBar" => "⥗", |
| 670 | + "\\LeftUpVectorBar" => "⥘", |
| 671 | + "\\LeftDownVectorBar" => "⥙", |
| 672 | + "\\LeftTeeVector" => "⥚", |
| 673 | + "\\RightTeeVector" => "⥛", |
| 674 | + "\\RightUpTeeVector" => "⥜", |
| 675 | + "\\RightDownTeeVector" => "⥝", |
| 676 | + "\\DownLeftTeeVector" => "⥞", |
| 677 | + "\\DownRightTeeVector" => "⥟", |
| 678 | + "\\LeftUpTeeVector" => "⥠", |
| 679 | + "\\LeftDownTeeVector" => "⥡", |
| 680 | + "\\UpEquilibrium" => "⥮", |
| 681 | + "\\ReverseUpEquilibrium" => "⥯", |
| 682 | + "\\RoundImplies" => "⥰", |
| 683 | + "\\Vvert" => "⦀", |
| 684 | + "\\Elroang" => "⦆", |
| 685 | + "\\Elzddfnc" => "⦙", |
| 686 | + "\\Angle" => "⦜", |
| 687 | + "\\Elzlpargt" => "⦠", |
| 688 | + "\\obslash" => "⦸", |
| 689 | + "\\boxdiag" => "⧄", |
| 690 | + "\\boxbslash" => "⧅", |
| 691 | + "\\boxast" => "⧆", |
| 692 | + "\\boxcircle" => "⧇", |
| 693 | + "\\ElzLap" => "⧊", |
| 694 | + "\\Elzdefas" => "⧋", |
| 695 | + "\\LeftTriangleBar" => "⧏", |
| 696 | + "\\NotLeftTriangleBar" => "⧏̸", |
| 697 | + "\\RightTriangleBar" => "⧐", |
| 698 | + "\\NotRightTriangleBar" => "⧐̸", |
| 699 | + "\\dualmap" => "⧟", |
| 700 | + "\\shuffle" => "⧢", |
| 701 | + "\\blacklozenge" => "⧫", |
| 702 | + "\\RuleDelayed" => "⧴", |
| 703 | + "\\bigodot" => "⨀", |
| 704 | + "\\bigoplus" => "⨁", |
| 705 | + "\\bigotimes" => "⨂", |
| 706 | + "\\bigcupdot" => "⨃", |
| 707 | + "\\biguplus" => "⨄", |
| 708 | + "\\bigsqcap" => "⨅", |
| 709 | + "\\bigsqcup" => "⨆", |
| 710 | + "\\conjquant" => "⨇", |
| 711 | + "\\disjquant" => "⨈", |
| 712 | + "\\bigtimes" => "⨉", |
| 713 | + "\\iiiint" => "⨌", |
| 714 | + "\\intbar" => "⨍", |
| 715 | + "\\intBar" => "⨎", |
| 716 | + "\\clockoint" => "⨏", |
| 717 | + "\\sqrint" => "⨖", |
| 718 | + "\\intx" => "⨘", |
| 719 | + "\\intcap" => "⨙", |
| 720 | + "\\intcup" => "⨚", |
| 721 | + "\\upint" => "⨛", |
| 722 | + "\\lowint" => "⨜", |
| 723 | + "\\plusdot" => "⨥", |
| 724 | + "\\minusdot" => "⨪", |
| 725 | + "\\ElzTimes" => "⨯", |
| 726 | + "\\btimes" => "⨲", |
| 727 | + "\\intprod" => "⨼", |
| 728 | + "\\intprodr" => "⨽", |
| 729 | + "\\amalg" => "⨿", |
| 730 | + "\\ElzAnd" => "⩓", |
| 731 | + "\\ElzOr" => "⩔", |
| 732 | + "\\ElOr" => "⩖", |
| 733 | + "\\perspcorrespond" => "⩞", |
| 734 | + "\\Elzminhat" => "⩟", |
| 735 | + "\\Equal" => "⩵", |
| 736 | + "\\ddotseq" => "⩷", |
| 737 | + "\\leqslant" => "⩽", |
| 738 | + "\\nleqslant" => "⩽̸", |
| 739 | + "\\geqslant" => "⩾", |
| 740 | + "\\ngeqslant" => "⩾̸", |
| 741 | + "\\lessapprox" => "⪅", |
| 742 | + "\\gtrapprox" => "⪆", |
| 743 | + "\\lneq" => "⪇", |
| 744 | + "\\gneq" => "⪈", |
| 745 | + "\\lnapprox" => "⪉", |
| 746 | + "\\gnapprox" => "⪊", |
| 747 | + "\\lesseqqgtr" => "⪋", |
| 748 | + "\\gtreqqless" => "⪌", |
| 749 | + "\\eqslantless" => "⪕", |
| 750 | + "\\eqslantgtr" => "⪖", |
| 751 | + "\\NestedLessLess" => "⪡", |
| 752 | + "\\NotNestedLessLess" => "⪡̸", |
| 753 | + "\\NestedGreaterGreater" => "⪢", |
| 754 | + "\\NotNestedGreaterGreater" => "⪢̸", |
| 755 | + "\\partialmeetcontraction" => "⪣", |
| 756 | + "\\bumpeqq" => "⪮", |
| 757 | + "\\preceq" => "⪯", |
| 758 | + "\\npreceq" => "⪯̸", |
| 759 | + "\\succeq" => "⪰", |
| 760 | + "\\nsucceq" => "⪰̸", |
| 761 | + "\\precneqq" => "⪵", |
| 762 | + "\\succneqq" => "⪶", |
| 763 | + "\\precapprox" => "⪷", |
| 764 | + "\\succapprox" => "⪸", |
| 765 | + "\\precnapprox" => "⪹", |
| 766 | + "\\succnapprox" => "⪺", |
| 767 | + "\\subseteqq" => "⫅", |
| 768 | + "\\nsubseteqq" => "⫅̸", |
| 769 | + "\\supseteqq" => "⫆", |
| 770 | + "\\nsupseteqq" => "⫆̸", |
| 771 | + "\\subsetneqq" => "⫋", |
| 772 | + "\\supsetneqq" => "⫌", |
| 773 | + "\\mlcp" => "⫛", |
| 774 | + "\\forks" => "⫝̸", |
| 775 | + "\\forksnot" => "⫝", |
| 776 | + "\\dashV" => "⫣", |
| 777 | + "\\Dashv" => "⫤", |
| 778 | + "\\interleave" => "⫴", |
| 779 | + "\\Elztdcol" => "⫶", |
| 780 | + "\\openbracketleft" => "〚", |
| 781 | + "\\openbracketright" => "〛", |
| 782 | + "\\overbrace" => "︷", |
| 783 | + "\\underbrace" => "︸", |
| 784 | + |
| 785 | + |
| 786 | +] |
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