.\" $Id$ .TH LLGEN 1 "$Revision$" .ad .SH NAME LLgen, an extended LL(1) parser generator .SH SYNOPSIS LLgen [ \-vxwans ] [ \-j[\fInum\fP] ] [ \-l\fInum\fP ] [ \-h\fInum\fP ] file ... .SH DESCRIPTION \fILLgen\fP converts a context-free grammar into a set of functions which form a recursive descent parser with no backtrack. The grammar may be ambiguous; ambiguities can be broken by user specifications. .PP \fILLgen\fP reads each \fIfile\fP in sequence. Together, these files must constitute a context-free grammar. For each file, \fILLgen\fP generates an output file, which must be compiled by the C-compiler. In addition, it generates the files \fILpars.c\fP and \fILpars.h.\fP \fILpars.h\fP contains the \fIdefine\fP statements that associate the \fILLgen\fP-assigned `token-codes' with user declared `token-names'. This allows other source files, for instance the source file containing the lexical analyzer, to access the token-codes by using the token-names. \fILpars.c\fP contains the error recovery routines and tables. It must also be compiled by the C-compiler. When the generated parser uses non-correcting error recovery ( \fB\-n\fP option) \fILLgen\fP also generates a file \fILncor.c\fP that contains the non-correcting recovery mechanism. .PP \fILLgen\fP will only update those output files that differ from their previous version. This allows \fILLgen\fP to be used with \fImake\fP (1) convieniently. .PP To obtain a working program, the user must also supply a lexical analyzer, as well as \fImain\fP and \fILLmessage\fP, an error reporting routine; \fILex\fP (1) is a useful program for creating lexical analysers usable by \fILLgen\fP. .PP \fILLgen\fP accepts the following flags: .IP \fB\-v\fP create a file called \fILL.output\fP, which contains a description of the conflicts that were not resolved. If the flag is given more than once, \fILLgen\fP will be more "verbose". If it is given three times, a complete description of the grammar will be supplied. .IP \fB\-o\fP Specifies the location of the output files. If not set, they are placed in the current directory. .IP \fB\-x\fP the sets that are computed are extended with the nonterminal symbols and these extended sets are also included in the \fILL.output\fP file. .IP \fB\-w\fP no warnings are given. .IP \fB\-a\fP Produce ANSI C function headers and prototypes. .IP \fB\-n\fP Produce a parser with non-correcting error recovery. .IP \fB\-s\fP Simulate the calling of all defined subparsers in all semantic actions. When using non-correcting error recovery, subparsers that are called in semantic actions may cause problems; this flag provides a `brute-force' solution. .IP \fB\-j\fP[\fInum\fP] when this flag is given, \fILLgen\fP will generate dense switches, so that the compiler can generate a jump table for it. This will only be done for switches that have density between \fIlow_percentage\fP and \fIhigh_percentage\fP, as explained below. Usually, compilers generate a jumptable when the density of the switch is above a certain threshold. When jump tables are to be used more often, \fIhigh_percentage\fP must be set to this threshold, and \fIlow_percentage\fP must be set to a minimum threshold. There is a time-space trade-off here. .I num is the minimum number of cases in a switch for the \fB\-j\fP option to be effective. The default value (if .I num is not given) is 8. .IP \fB\-l\fP\fInum\fP The \fIlow_percentage\fP, as described above. Default value is 10. .IP \fB\-h\fP\fInum\fP The \fIhigh_percentage\fP, as described above. Default value is 30. .SH FILES LL.output verbose output file .br Lpars.c the error recovery routines .br Lncor.c non-correcting error recovery mechanism .br Lpars.h defines for token names .SH "SEE ALSO" \fIlex\fP(1) .br \fImake\fP(1) .br \fILLgen, an Extended LL(1) Parser Generator\fP by C.J.H. Jacobs. .br \fITop-down Non-Correcting Error Recovery in LLgen\fP by A.W van Deudekom and P.J. Kooiman .SH DIAGNOSTICS Are intended to be self-explanatory. They are reported on standard error. A more detailed report is found in the \fILL.output\fP file. .SH AUTHOR Ceriel J. H. Jacobs .br The non-correcting error recovery mechanism is written by A.W van Deudekom and P.J. Kooiman.