| /macosx-10.10.1/awk-20/src/ |
| H A D | ytab.h | 129 UMINUS = 345, enumerator in enum:yytokentype
226 #define UMINUS 345 macro
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| H A D | ytabh.bak | 118 UMINUS = 344,
213 #define UMINUS 344
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| H A D | maketab.c | 64 { UMINUS, "arith", " -" },
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| H A D | awkgram.y | 89 %left NOT UMINUS
360 | '-' term %prec UMINUS { $$ = op1(UMINUS, $2); }
361 | '+' term %prec UMINUS { $$ = $2; }
362 | NOT term %prec UMINUS { $$ = op1(NOT, notnull($2)); }
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| H A D | ytab.c | 156 UMINUS = 345, enumerator in enum:yytokentype
253 #define UMINUS 345 macro
739 "'+'", "'-'", "'*'", "'%'", "UMINUS", "NOT", "POWER", "INCR", "DECR",
3238 { (yyval.p) = op1(UMINUS, (yyvsp[(2) - (2)].p)); }
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| H A D | ytabc.bak | 142 UMINUS = 344,
237 #define UMINUS 344
603 "UMINUS", "NOT", "POWER", "INCR", "DECR", "INDIRECT", "LASTTOKEN",
2913 { (yyval.p) = op1(UMINUS, (yyvsp[0].p)); }
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| H A D | run.c | 1008 if (n != UMINUS) {
1035 case UMINUS:
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| /macosx-10.10.1/swig-12/Source/CParse/ |
| H A D | parser.h | 164 UMINUS = 380, enumerator in enum:yytokentype
291 #define UMINUS 380 macro
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| H A D | parser.y | 1525 %left UMINUS NOT LNOT
5635 | MINUS expr %prec UMINUS {
5639 | PLUS expr %prec UMINUS {
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| H A D | parser.c | 191 UMINUS = 380, enumerator in enum:yytokentype
318 #define UMINUS 380 macro
2405 "MODULUS", "SLASH", "STAR", "LNOT", "NOT", "UMINUS", "DCOLON", "$accept",
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| /macosx-10.10.1/ruby-106/ruby/ |
| H A D | id.h | 58 idUMinus = RUBY_TOKEN(UMINUS),
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| H A D | parse.y | 789 %token tUMINUS RUBY_TOKEN(UMINUS) "unary-"
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| /macosx-10.10.1/libpcap-48/libpcap/ |
| H A D | grammar.y | 314 %nonassoc UMINUS
625 | '-' arth %prec UMINUS { $$ = gen_neg($2); }
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| /macosx-10.10.1/zsh-61/zsh/Src/ |
| H A D | math.c | 116 #define UMINUS 7 macro
172 * NOT '!', COMP '~', UPLUS '+', UMINUS '-'
199 /* POSTMINUS UPLUS UMINUS AND XOR */
229 * NOT '!', COMP '~', UPLUS '+', UMINUS '-'
255 /* POSTMINUS UPLUS UMINUS AND XOR */
592 return UMINUS;
1265 case UMINUS:
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| /macosx-10.10.1/tcl-105/tcl_ext/tcllib/tcllib/examples/page/ |
| H A D | parse.y | 186 %right UMINUS UPLUS BITNOT.
699 expr(A) ::= MINUS(B) expr(X). [UMINUS] {
|