[ Index ] |
PHP Cross Reference of DokuWiki |
[Summary view] [Print] [Text view]
1 <?php 2 /************************************************************************************* 3 * parigp.php 4 * -------- 5 * Author: Charles R Greathouse IV (charles@crg4.com) 6 * Copyright: 2011-2013 Charles R Greathouse IV (http://math.crg4.com/) 7 * Release Version: 1.0.9.1 8 * Date Started: 2011/05/11 9 * 10 * PARI/GP language file for GeSHi. 11 * 12 * CHANGES 13 * ------- 14 * 2011/07/09 (1.0.8.11) 15 * - First Release 16 * 2013/02/05 (1.0.8.13) 17 * - Added 2.6.0 commands, default, member functions, and error-handling 18 * 19 * TODO (updated 2011/07/09) 20 * ------------------------- 21 * 22 * 23 ************************************************************************************* 24 * 25 * This file is part of GeSHi. 26 * 27 * GeSHi is free software; you can redistribute it and/or modify 28 * it under the terms of the GNU General Public License as published by 29 * the Free Software Foundation; either version 2 of the License, or 30 * (at your option) any later version. 31 * 32 * GeSHi is distributed in the hope that it will be useful, 33 * but WITHOUT ANY WARRANTY; without even the implied warranty of 34 * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the 35 * GNU General Public License for more details. 36 * 37 * You should have received a copy of the GNU General Public License 38 * along with GeSHi; if not, write to the Free Software 39 * Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307 USA 40 * 41 ************************************************************************************/ 42 43 $language_data = array( 44 'LANG_NAME' => 'PARI/GP', 45 'COMMENT_SINGLE' => array(1 => '\\\\'), 46 'COMMENT_MULTI' => array('/*' => '*/'), 47 'CASE_KEYWORDS' => GESHI_CAPS_NO_CHANGE, 48 'QUOTEMARKS' => array('"'), 49 'ESCAPE_CHAR' => '\\', 50 'NUMBERS' => array( 51 # Integers 52 1 => GESHI_NUMBER_INT_BASIC, 53 # Reals 54 2 => GESHI_NUMBER_FLT_SCI_ZERO 55 ), 56 'KEYWORDS' => array( 57 1 => array( 58 'abs','acos','acosh','addhelp','addprimes','agm','alarm','algdep', 59 'alias','allocatemem','apply','arg','asin','asinh','atan','atanh', 60 'bernfrac','bernpol','bernreal','bernvec','besselh1','besselh2', 61 'besseli','besselj','besseljh','besselk','besseln','bestappr', 62 'bestapprPade','bezout','bezoutres','bigomega','binary','binomial', 63 'bitand','bitneg','bitnegimply','bitor','bittest','bitxor', 64 'bnfcertify','bnfcompress','bnfdecodemodule','bnfinit', 65 'bnfisintnorm','bnfisnorm','bnfisprincipal','bnfissunit', 66 'bnfisunit','bnfnarrow','bnfsignunit','bnfsunit','bnrclassno', 67 'bnrclassnolist','bnrconductor','bnrconductorofchar','bnrdisc', 68 'bnrdisclist','bnrinit','bnrisconductor','bnrisprincipal','bnrL1', 69 'bnrrootnumber','bnrstark','break','breakpoint','Catalan','ceil', 70 'centerlift','charpoly','chinese','cmp','Col','component','concat', 71 'conj','conjvec','content','contfrac','contfracpnqn','core', 72 'coredisc','cos','cosh','cotan','dbg_down','dbg_err','dbg_up', 73 'dbg_x','default','denominator','deriv','derivnum','diffop', 74 'digits','dilog','dirdiv','direuler','dirmul','dirzetak','divisors', 75 'divrem','eint1','elladd','ellak','ellan','ellanalyticrank','ellap', 76 'ellbil','ellcard','ellchangecurve','ellchangepoint', 77 'ellconvertname','elldivpol','elleisnum','elleta','ellffinit', 78 'ellfromj','ellgenerators','ellglobalred','ellgroup','ellheegner', 79 'ellheight','ellheightmatrix','ellidentify','ellinit', 80 'ellisoncurve','ellj','ellL1','elllocalred','elllog','elllseries', 81 'ellminimalmodel','ellmodulareqn','ellmul','ellneg','ellorder', 82 'ellordinate','ellpointtoz','ellrootno','ellsearch','ellsigma', 83 'ellsub','elltaniyama','elltatepairing','elltors','ellweilpairing', 84 'ellwp','ellzeta','ellztopoint','erfc','errname','error','eta','Euler', 85 'eulerphi','eval','exp','extern','externstr','factor','factorback', 86 'factorcantor','factorff','factorial','factorint','factormod', 87 'factornf','factorpadic','ffgen','ffinit','fflog','ffnbirred', 88 'fforder','ffprimroot','fibonacci','floor','for','forcomposite','fordiv','forell', 89 'forprime','forqfvec','forstep','forsubgroup','forvec','frac','galoisexport', 90 'galoisfixedfield','galoisgetpol','galoisidentify','galoisinit', 91 'galoisisabelian','galoisisnormal','galoispermtopol', 92 'galoissubcyclo','galoissubfields','galoissubgroups','gamma', 93 'gammah','gcd','getenv','getheap','getrand','getstack','gettime', 94 'global','hammingweight','hilbert','hyperu','I','idealadd', 95 'idealaddtoone','idealappr','idealchinese','idealcoprime', 96 'idealdiv','idealfactor','idealfactorback','idealfrobenius', 97 'idealhnf','idealintersect','idealinv','ideallist','ideallistarch', 98 'ideallog','idealmin','idealmul','idealnorm','idealnumden', 99 'idealpow','idealprimedec','idealramgroups','idealred','idealstar', 100 'idealtwoelt','idealval','if','iferr','iferrname','imag','incgam','incgamc','input', 101 'install','intcirc','intformal','intfouriercos','intfourierexp', 102 'intfouriersin','intfuncinit','intlaplaceinv','intmellininv', 103 'intmellininvshort','intnum','intnuminit','intnuminitgen', 104 'intnumromb','intnumstep','isfundamental','ispolygonal','ispower','ispowerful', 105 'isprime','isprimepower','ispseudoprime','issquare','issquarefree','istotient', 106 'kill','kronecker','lcm','length','lex','lift','lindep','List', 107 'listcreate','listinsert','listkill','listpop','listput','listsort', 108 'lngamma','local','log','Mat','matadjoint','matalgtobasis', 109 'matbasistoalg','matcompanion','matconcat','matcontent','matdet','matdetint', 110 'matdiagonal','mateigen','matfrobenius','mathess','mathilbert', 111 'mathnf','mathnfmod','mathnfmodid','matid','matimage', 112 'matimagecompl','matindexrank','matintersect','matinverseimage', 113 'matisdiagonal','matker','matkerint','matmuldiagonal', 114 'matmultodiagonal','matpascal','matrank','matrix','matrixqz', 115 'matsize','matsnf','matsolve','matsolvemod','matsupplement', 116 'mattranspose','max','min','minpoly','Mod','modreverse','moebius', 117 'my','newtonpoly','next','nextprime','nfalgtobasis','nfbasis', 118 'nfbasistoalg','nfdetint','nfdisc','nfeltadd','nfeltdiv', 119 'nfeltdiveuc','nfeltdivmodpr','nfeltdivrem','nfeltmod','nfeltmul', 120 'nfeltmulmodpr','nfeltnorm','nfeltpow','nfeltpowmodpr', 121 'nfeltreduce','nfeltreducemodpr','nfelttrace','nfeltval','nffactor', 122 'nffactorback','nffactormod','nfgaloisapply','nfgaloisconj', 123 'nfhilbert','nfhnf','nfhnfmod','nfinit','nfisideal','nfisincl', 124 'nfisisom','nfkermodpr','nfmodprinit','nfnewprec','nfroots', 125 'nfrootsof1','nfsnf','nfsolvemodpr','nfsubfields','norm','norml2', 126 'numbpart','numdiv','numerator','numtoperm','O','omega','padicappr', 127 'padicfields','padicprec','partitions','permtonum','Pi','plot', 128 'plotbox','plotclip','plotcolor','plotcopy','plotcursor','plotdraw', 129 'ploth','plothraw','plothsizes','plotinit','plotkill','plotlines', 130 'plotlinetype','plotmove','plotpoints','plotpointsize', 131 'plotpointtype','plotrbox','plotrecth','plotrecthraw','plotrline', 132 'plotrmove','plotrpoint','plotscale','plotstring','Pol', 133 'polchebyshev','polcoeff','polcompositum','polcyclo','polcyclofactors','poldegree', 134 'poldisc','poldiscreduced','polgalois','polgraeffe','polhensellift', 135 'polhermite','polinterpolate','poliscyclo','poliscycloprod', 136 'polisirreducible','pollead','pollegendre','polrecip','polred', 137 'polredabs','polredbest','polredord','polresultant','Polrev','polroots', 138 'polrootsff','polrootsmod','polrootspadic','polsturm','polsubcyclo', 139 'polsylvestermatrix','polsym','poltchebi','poltschirnhaus', 140 'polylog','polzagier','precision','precprime','prime','primepi', 141 'primes','print','print1','printf','printsep','printtex','prod','prodeuler', 142 'prodinf','psdraw','psi','psploth','psplothraw','Qfb','qfbclassno', 143 'qfbcompraw','qfbhclassno','qfbnucomp','qfbnupow','qfbpowraw', 144 'qfbprimeform','qfbred','qfbsolve','qfgaussred','qfjacobi','qflll', 145 'qflllgram','qfminim','qfperfection','qfrep','qfsign', 146 'quadclassunit','quaddisc','quadgen','quadhilbert','quadpoly', 147 'quadray','quadregulator','quadunit','quit','random','randomprime','read', 148 'readvec','real','removeprimes','return','rnfalgtobasis','rnfbasis', 149 'rnfbasistoalg','rnfcharpoly','rnfconductor','rnfdedekind','rnfdet', 150 'rnfdisc','rnfeltabstorel','rnfeltdown','rnfeltreltoabs','rnfeltup', 151 'rnfequation','rnfhnfbasis','rnfidealabstorel','rnfidealdown', 152 'rnfidealhnf','rnfidealmul','rnfidealnormabs','rnfidealnormrel', 153 'rnfidealreltoabs','rnfidealtwoelt','rnfidealup','rnfinit', 154 'rnfisabelian','rnfisfree','rnfisnorm','rnfisnorminit','rnfkummer', 155 'rnflllgram','rnfnormgroup','rnfpolred','rnfpolredabs', 156 'rnfpseudobasis','rnfsteinitz','round','select','Ser','serconvol', 157 'serlaplace','serreverse','Set','setbinop','setintersect', 158 'setisset','setminus','setrand','setsearch','setunion','shift', 159 'shiftmul','sigma','sign','simplify','sin','sinh','sizebyte', 160 'sizedigit','solve','sqr','sqrt','sqrtint','sqrtn','sqrtnint','stirling','Str', 161 'Strchr','Strexpand','Strprintf','Strtex','subgrouplist','subst', 162 'substpol','substvec','sum','sumalt','sumdedekind','sumdiv','sumdivmult','sumdigits', 163 'sumformal','suminf','sumnum','sumnumalt','sumnuminit','sumpos','system','tan', 164 'tanh','taylor','teichmuller','theta','thetanullk','thue', 165 'thueinit','trace','trap','truncate','type','until','valuation', 166 'variable','Vec','vecextract','vecmax','vecmin','Vecrev', 167 'vecsearch','Vecsmall','vecsort','vector','vectorsmall','vectorv', 168 'version','warning','weber','whatnow','while','write','write1', 169 'writebin','writetex','zeta','zetak','zetakinit','zncoppersmith', 170 'znlog','znorder','znprimroot','znstar' 171 ), 172 173 2 => array( 174 'void','bool','negbool','small','int',/*'real',*/'mp','var','lg','pol', 175 'vecsmall','vec','list','str','genstr','gen','typ' 176 ), 177 178 3 => array( 179 'TeXstyle','breakloop','colors','compatible','datadir','debug', 180 'debugfiles','debugmem','echo','factor_add_primes','factor_proven', 181 'format','graphcolormap','graphcolors','help','histfile','histsize', 182 'lines','linewrap',/*'log',*/'logfile','new_galois_format','output', 183 'parisize','path','prettyprinter','primelimit','prompt_cont', 184 'prompt','psfile','readline','realprecision','recover','secure', 185 'seriesprecision',/*'simplify',*/'sopath','strictmatch','timer' 186 ), 187 188 4 => array( 189 '"e_ARCH"','"e_BUG"','"e_FILE"','"e_IMPL"','"e_PACKAGE"','"e_DIM"', 190 '"e_FLAG"','"e_NOTFUNC"','"e_OP"','"e_TYPE"','"e_TYPE2"', 191 '"e_PRIORITY"','"e_VAR"','"e_DOMAIN"','"e_MAXPRIME"','"e_MEM"', 192 '"e_OVERFLOW"','"e_PREC"','"e_STACK"','"e_ALARM"','"e_USER"', 193 '"e_CONSTPOL"','"e_COPRIME"','"e_INV"','"e_IRREDPOL"','"e_MISC"', 194 '"e_MODULUS"','"e_NEGVAL"','"e_PRIME"','"e_ROOTS0"','"e_SQRTN"' 195 ) 196 ), 197 'SYMBOLS' => array( 198 1 => array( 199 '(',')','{','}','[',']','+','-','*','/','%','=','<','>','!','^','&','|','?',';',':',',','\\','\'' 200 ) 201 ), 202 'CASE_SENSITIVE' => array( 203 GESHI_COMMENTS => false, 204 1 => true, 205 2 => true, 206 3 => true, 207 4 => true 208 ), 209 'STYLES' => array( 210 'KEYWORDS' => array( 211 1 => 'color: #0000ff;', 212 2 => 'color: #e07022;', 213 3 => 'color: #00d2d2;', 214 4 => 'color: #00d2d2;' 215 ), 216 'COMMENTS' => array( 217 1 => 'color: #008000;', 218 'MULTI' => 'color: #008000;' 219 ), 220 'ESCAPE_CHAR' => array( 221 0 => 'color: #111111; font-weight: bold;' 222 ), 223 'BRACKETS' => array( 224 0 => 'color: #002222;' 225 ), 226 'STRINGS' => array( 227 0 => 'color: #800080;' 228 ), 229 'NUMBERS' => array( 230 0 => 'color: #666666;', 231 1 => 'color: #666666;', 232 2 => 'color: #666666;' 233 ), 234 'METHODS' => array( 235 0 => 'color: #004000;' 236 ), 237 'SYMBOLS' => array( 238 1 => 'color: #339933;' 239 ), 240 'REGEXPS' => array( 241 0 => 'color: #e07022', # Should be the same as keyword group 2 242 1 => 'color: #555555', 243 2 => 'color: #0000ff' # Should be the same as keyword group 1 244 ), 245 'SCRIPT' => array() 246 ), 247 'URLS' => array( 248 1 => '', 249 2 => '', 250 3 => '', 251 4 => '' 252 ), 253 'OOLANG' => true, 254 'OBJECT_SPLITTERS' => array( 255 1 => '.' 256 ), 257 'REGEXPS' => array( 258 0 => array( # types marked on variables 259 GESHI_SEARCH => '(?<!\\\\ )"(t_(?:INT|REAL|INTMOD|FRAC|FFELT|COMPLEX|PADIC|QUAD|POLMOD|POL|SER|RFRAC|QFR|QFI|VEC|COL|MAT|LIST|STR|VECSMALL|CLOSURE|ERROR))"', 260 GESHI_REPLACE => '\\1', 261 GESHI_MODIFIERS => '', 262 GESHI_BEFORE => '"', 263 GESHI_AFTER => '"' 264 ), 265 1 => array( # literal variables 266 GESHI_SEARCH => '(?<!\\\\)(\'[a-zA-Z][a-zA-Z0-9_]*)', 267 GESHI_REPLACE => '\\1', 268 GESHI_MODIFIERS => '', 269 GESHI_BEFORE => '', 270 GESHI_AFTER => '' 271 ), 272 2 => array( # member functions 273 GESHI_SEARCH => '(?<=[.])(a[1-6]|b[2-8]|c[4-6]|area|bid|bnf|clgp|cyc|diff|disc|[efjp]|fu|gen|index|mod|nf|no|omega|pol|reg|roots|sign|r[12]|t2|tate|tu|zk|zkst)\b', 274 GESHI_REPLACE => '\\1', 275 GESHI_MODIFIERS => '', 276 GESHI_BEFORE => '', 277 GESHI_AFTER => '' 278 ) 279 ), 280 'STRICT_MODE_APPLIES' => GESHI_NEVER, 281 'SCRIPT_DELIMITERS' => array( 282 2 => array( 283 '[a-zA-Z][a-zA-Z0-9_]*:' => '' 284 ), 285 3 => array( 286 'default(' => '' 287 ), 288 4 => array( 289 'iferrname(' => '' 290 ), 291 ), 292 'HIGHLIGHT_STRICT_BLOCK' => array() 293 );
title
Description
Body
title
Description
Body
title
Description
Body
title
Body