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<?php
/*************************************************************************************
* parigp.php
* --------
* Author: Charles R Greathouse IV (charles@crg4.com)
* Copyright: 2011 Charles R Greathouse IV (http://math.crg4.com/)
* Release Version: 1.0.8.11
* Date Started: 2011/05/11
*
* PARI/GP language file for GeSHi.
*
* CHANGES
* -------
* 2011/07/09 (1.0.8.11)
* - First Release
*
* TODO (updated 2011/07/09)
* -------------------------
*
*
*************************************************************************************
*
* This file is part of GeSHi.
*
* GeSHi is free software; you can redistribute it and/or modify
* it under the terms of the GNU General Public License as published by
* the Free Software Foundation; either version 2 of the License, or
* (at your option) any later version.
*
* GeSHi is distributed in the hope that it will be useful,
* but WITHOUT ANY WARRANTY; without even the implied warranty of
* MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
* GNU General Public License for more details.
*
* You should have received a copy of the GNU General Public License
* along with GeSHi; if not, write to the Free Software
* Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307 USA
*
************************************************************************************/
$language_data = array(
'LANG_NAME' => 'PARI/GP',
'COMMENT_SINGLE' => array(1 => '\\\\'),
'COMMENT_MULTI' => array('/*' => '*/'),
'CASE_KEYWORDS' => GESHI_CAPS_NO_CHANGE,
'QUOTEMARKS' => array('"'),
'ESCAPE_CHAR' => '\\',
'NUMBERS' => array(
# Integers
1 => GESHI_NUMBER_INT_BASIC,
# Reals
2 => GESHI_NUMBER_FLT_SCI_ZERO
),
'KEYWORDS' => array(
1 => array(
'addprimes','bestappr','bezout','bezoutres','bigomega','binomial',
'chinese','content','contfrac','contfracpnqn','core','coredisc',
'dirdiv','direuler','dirmul','divisors','eulerphi','factor',
'factorback','factorcantor','factorff','factorial','factorint',
'factormod','ffgen','ffinit','fflog','fforder','ffprimroot',
'fibonacci','gcd','hilbert','isfundamental','ispower','isprime',
'ispseudoprime','issquare','issquarefree','kronecker','lcm',
'moebius','nextprime','numbpart','numdiv','omega','partitions',
'polrootsff','precprime','prime','primepi','primes','qfbclassno',
'qfbcompraw','qfbhclassno','qfbnucomp','qfbnupow','qfbpowraw',
'qfbprimeform','qfbred','qfbsolve','quadclassunit','quaddisc',
'quadgen','quadhilbert','quadpoly','quadray','quadregulator',
'quadunit','removeprimes','sigma','sqrtint','stirling',
'sumdedekind','zncoppersmith','znlog','znorder','znprimroot',
'znstar','Col','List','Mat','Mod','Pol','Polrev','Qfb','Ser','Set',
'Str','Strchr','Strexpand','Strtex','Vec','Vecrev','Vecsmall',
'binary','bitand','bitneg','bitnegimply','bitor','bittest','bitxor',
'ceil','centerlift','component','conj','conjvec','denominator',
'floor','frac','imag','length','lift','norm','norml2','numerator',
'numtoperm','padicprec','permtonum','precision','random','real',
'round','simplify','sizebyte','sizedigit','truncate','valuation',
'variable','ellL1','elladd','ellak','ellan','ellanalyticrank',
'ellap','ellbil','ellchangecurve','ellchangepoint','ellconvertname',
'elldivpol','elleisnum','elleta','ellgenerators','ellglobalred',
'ellgroup','ellheight','ellheightmatrix','ellidentify','ellinit',
'ellisoncurve','ellj','elllocalred','elllog','elllseries',
'ellminimalmodel','ellmodulareqn','ellorder','ellordinate',
'ellpointtoz','ellpow','ellrootno','ellsearch','ellsigma','ellsub',
'elltaniyama','elltatepairing','elltors','ellweilpairing','ellwp',
'ellzeta','ellztopoint','bnfcertify','bnfcompress',
'bnfdecodemodule','bnfinit','bnfisintnorm','bnfisnorm',
'bnfisprincipal','bnfissunit','bnfisunit','bnfnarrow','bnfsignunit',
'bnfsunit','bnrL1','bnrclassno','bnrclassnolist','bnrconductor',
'bnrconductorofchar','bnrdisc','bnrdisclist','bnrinit',
'bnrisconductor','bnrisprincipal','bnrrootnumber','bnrstark',
'dirzetak','factornf','galoisexport','galoisfixedfield',
'galoisgetpol','galoisidentify','galoisinit','galoisisabelian',
'galoisisnormal','galoispermtopol','galoissubcyclo',
'galoissubfields','galoissubgroups','idealadd','idealaddtoone',
'idealappr','idealchinese','idealcoprime','idealdiv','idealfactor',
'idealfactorback','idealfrobenius','idealhnf','idealintersect',
'idealinv','ideallist','ideallistarch','ideallog','idealmin',
'idealmul','idealnorm','idealpow','idealprimedec','idealramgroups',
'idealred','idealstar','idealtwoelt','idealval','matalgtobasis',
'matbasistoalg','modreverse','newtonpoly','nfalgtobasis','nfbasis',
'nfbasistoalg','nfdetint','nfdisc','nfeltadd','nfeltdiv',
'nfeltdiveuc','nfeltdivmodpr','nfeltdivrem','nfeltmod','nfeltmul',
'nfeltmulmodpr','nfeltnorm','nfeltpow','nfeltpowmodpr',
'nfeltreduce','nfeltreducemodpr','nfelttrace','nfeltval','nffactor',
'nffactorback','nffactormod','nfgaloisapply','nfgaloisconj',
'nfhilbert','nfhnf','nfhnfmod','nfinit','nfisideal','nfisincl',
'nfisisom','nfkermodpr','nfmodprinit','nfnewprec','nfroots',
'nfrootsof1','nfsnf','nfsolvemodpr','nfsubfields','polcompositum',
'polgalois','polred','polredabs','polredord','poltschirnhaus',
'rnfalgtobasis','rnfbasis','rnfbasistoalg','rnfcharpoly',
'rnfconductor','rnfdedekind','rnfdet','rnfdisc','rnfeltabstorel',
'rnfeltdown','rnfeltreltoabs','rnfeltup','rnfequation',
'rnfhnfbasis','rnfidealabstorel','rnfidealdown','rnfidealhnf',
'rnfidealmul','rnfidealnormabs','rnfidealnormrel',
'rnfidealreltoabs','rnfidealtwoelt','rnfidealup','rnfinit',
'rnfisabelian','rnfisfree','rnfisnorm','rnfisnorminit','rnfkummer',
'rnflllgram','rnfnormgroup','rnfpolred','rnfpolredabs',
'rnfpseudobasis','rnfsteinitz','subgrouplist','zetak','zetakinit',
'plot','plotbox','plotclip','plotcolor','plotcopy','plotcursor',
'plotdraw','ploth','plothraw','plothsizes','plotinit','plotkill',
'plotlines','plotlinetype','plotmove','plotpoints','plotpointsize',
'plotpointtype','plotrbox','plotrecth','plotrecthraw','plotrline',
'plotrmove','plotrpoint','plotscale','plotstring','psdraw',
'psploth','psplothraw','O','deriv','diffop','eval','factorpadic',
'intformal','padicappr','padicfields','polchebyshev','polcoeff',
'polcyclo','poldegree','poldisc','poldiscreduced','polhensellift',
'polhermite','polinterpolate','polisirreducible','pollead',
'pollegendre','polrecip','polresultant','polroots','polrootsmod',
'polrootspadic','polsturm','polsubcyclo','polsylvestermatrix',
'polsym','poltchebi','polzagier','serconvol','serlaplace',
'serreverse','subst','substpol','substvec','taylor','thue',
'thueinit','break','for','fordiv','forell','forprime','forstep',
'forsubgroup','forvec','if','next','return','until','while',
'Strprintf','addhelp','alarm','alias','allocatemem','apply',
'default','error','extern','externstr','getheap','getrand',
'getstack','gettime','global','input','install','kill','print1',
'print','printf','printtex','quit','read','readvec','select',
'setrand','system','trap','type','version','warning','whatnow',
'write1','write','writebin','writetex','divrem','lex','max','min',
'shift','shiftmul','sign','vecmax','vecmin','derivnum','intcirc',
'intfouriercos','intfourierexp','intfouriersin','intfuncinit',
'intlaplaceinv','intmellininv','intmellininvshort','intnum',
'intnuminit','intnuminitgen','intnumromb','intnumstep','prod',
'prodeuler','prodinf','solve','sum','sumalt','sumdiv','suminf',
'sumnum','sumnumalt','sumnuminit','sumpos','Euler','I','Pi','abs',
'acos','acosh','agm','arg','asin','asinh','atan','atanh','bernfrac',
'bernreal','bernvec','besselh1','besselh2','besseli','besselj',
'besseljh','besselk','besseln','cos','cosh','cotan','dilog','eint1',
'erfc','eta','exp','gamma','gammah','hyperu','incgam','incgamc',
'lngamma','log','polylog','psi','sin','sinh','sqr','sqrt','sqrtn',
'tan','tanh','teichmuller','theta','thetanullk','weber','zeta',
'algdep','charpoly','concat','lindep','listcreate','listinsert',
'listkill','listpop','listput','listsort','matadjoint',
'matcompanion','matdet','matdetint','matdiagonal','mateigen',
'matfrobenius','mathess','mathilbert','mathnf','mathnfmod',
'mathnfmodid','matid','matimage','matimagecompl','matindexrank',
'matintersect','matinverseimage','matisdiagonal','matker',
'matkerint','matmuldiagonal','matmultodiagonal','matpascal',
'matrank','matrix','matrixqz','matsize','matsnf','matsolve',
'matsolvemod','matsupplement','mattranspose','minpoly','qfgaussred',
'qfjacobi','qflll','qflllgram','qfminim','qfperfection','qfrep',
'qfsign','setintersect','setisset','setminus','setsearch','cmp',
'setunion','trace','vecextract','vecsort','vector','vectorsmall',
'vectorv','ellheegner'
),
2 => array(
'void','bool','negbool','small','int',/*'real',*/'mp','var','lg','pol',
'vecsmall','vec','list','str','genstr','gen','typ'
),
3 => array(
'TeXstyle','breakloop','colors','compatible','datadir','debug',
'debugfiles','debugmem','echo','factor_add_primes','factor_proven',
'format','graphcolormap','graphcolors','help','histfile','histsize',
'lines','linewrap',/*'log',*/'logfile','new_galois_format','output',
'parisize','path','prettyprinter','primelimit','prompt_cont',
'prompt','psfile','readline','realprecision','recover','secure',
'seriesprecision',/*'simplify',*/'strictmatch','timer'
),
4 => array(
'alarmer','archer','errpile','gdiver','impl','syntaxer','invmoder',
'overflower','talker','typeer','user'
)
),
'SYMBOLS' => array(
1 => array(
'(',')','{','}','[',']','+','-','*','/','%','=','<','>','!','^','&','|','?',';',':',',','\\','\''
)
),
'CASE_SENSITIVE' => array(
GESHI_COMMENTS => false,
1 => true,
2 => true,
3 => true,
4 => true
),
'STYLES' => array(
'KEYWORDS' => array(
1 => 'color: #0000ff;',
2 => 'color: #e07022;',
3 => 'color: #00d2d2;',
4 => 'color: #00d2d2;'
),
'COMMENTS' => array(
1 => 'color: #008000;',
'MULTI' => 'color: #008000;'
),
'ESCAPE_CHAR' => array(
0 => 'color: #111111; font-weight: bold;'
),
'BRACKETS' => array(
0 => 'color: #002222;'
),
'STRINGS' => array(
0 => 'color: #800080;'
),
'NUMBERS' => array(
0 => 'color: #666666;',
1 => 'color: #666666;',
2 => 'color: #666666;'
),
'METHODS' => array(
0 => 'color: #004000;'
),
'SYMBOLS' => array(
1 => 'color: #339933;'
),
'REGEXPS' => array(
0 => 'color: #e07022', # Should be the same as keyword group 2
1 => 'color: #555555'
),
'SCRIPT' => array()
),
'URLS' => array(
1 => '',
2 => '',
3 => '',
4 => ''
),
'OOLANG' => true,
'OBJECT_SPLITTERS' => array(
1 => '.'
),
'REGEXPS' => array(
0 => array( # types marked on variables
GESHI_SEARCH => '(?<!\\\\ )"(t_(?:INT|REAL|INTMOD|FRAC|FFELT|COMPLEX|PADIC|QUAD|POLMOD|POL|SER|RFRAC|QFR|QFI|VEC|COL|MAT|LIST|STR|VECSMALL|CLOSURE))"',
GESHI_REPLACE => '\\1',
GESHI_MODIFIERS => '',
GESHI_BEFORE => '"',
GESHI_AFTER => '"'
),
1 => array( # literal variables
GESHI_SEARCH => '(?<!\\\\)(\'[a-zA-Z][a-zA-Z0-9_]*)',
GESHI_REPLACE => '\\1',
GESHI_MODIFIERS => '',
GESHI_BEFORE => '',
GESHI_AFTER => ''
)
),
'STRICT_MODE_APPLIES' => GESHI_NEVER,
'SCRIPT_DELIMITERS' => array(
2 => array(
'[a-zA-Z][a-zA-Z0-9_]*:' => ''
),
3 => array(
'default(' => ''
),
4 => array(
'trap(' => ''
),
),
'HIGHLIGHT_STRICT_BLOCK' => array()
);
?>