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Classes | |
| struct | SeriesBase< Self > |
| Structural element of series K<A*> from a free monoid A* to a semiring K. More... | |
| struct | series_traits< T > |
| Meta information about series. More... | |
| struct | dynamic_traits< algebra::SeriesBase< Self > > |
| class | MetaElement< algebra::SeriesBase< Self >, T > |
| Services of every series. More... | |
| interface | semiring_virtual |
| Virtual pure class used by bison to deal with vaucanson's templated structures. More... | |
| interface | krat_exp_virtual |
| Virtual pure class used by bison to deal with vaucanson's templated structures. More... | |
| struct | krat_exp_proxy< S, T > |
| Proxy over Vaucanson Element. More... | |
| struct | semiring_proxy< S, T > |
| Proxy over Vaucanson Semiring. More... | |
Files | |
| file | krat_exp_parser.hh |
This file declares the parse() function. | |
Functions | |
| template<typename S , typename T > | |
| Element< S, T > | transpose (const algebra::SeriesBase< S > &s, const T &t) |
| returns a fresh series that is the transposed of the argument. | |
| template<typename S , typename T > | |
| bool | is_support_in_alphabet (const Element< S, T > &s) |
| Returns true if the support of the series is only composed of letters. | |
| template<typename S1 , typename S2 , typename T1 , typename T2 > | |
| void | extract_support (Element< S1, T1 > &, Element< S2, T2 > &) |
| Make the first series be the support of the second. | |
| template<class S , class T > | |
| Element< S, T > | hadamard (const Element< S, T > &lhs, const Element< S, T > &rhs) |
| Return the hadamard product of lhs and rhs. | |
| template<class S , class T > | |
| std::pair< bool, std::string > | parse (const std::string &from, Element< S, T > &exp, bool lex_trace=false, bool parse_trace=false) |
| Parse a rational expression. | |
| std::pair< bool, std::string > parse | ( | const std::string & | from, | |
| Element< S, T > & | exp, | |||
| bool | lex_trace = false, |
|||
| bool | parse_trace = false | |||
| ) |
Parse a rational expression.
This fonction parses any kind of rational expression using the bison generated parser.
The grammar is :
%start rexp
rexp ::= OPAR exp CPAR
| rexp PLUS rexp
| rexp TIMES rexp
| rexp rexp
| rexp STAR
| WEIGHT rexp
| rexp WEIGHT
| ONE
| ZERO
| WORD
This function returns a pair which first element is a Boolean indicating whether an error occured or not. The second element is an error message when a parse error have been ecountered.
| from | The rational expression, as a string. | |
| exp | The element to store the result in. Be sure its set is correct before calling parse. | |
| lex_trace | Enable lexer trace (for debuging purposes). | |
| parse_trace | Enable parser trace (for debuging purposes). |
Definition at line 222 of file krat_exp_parser.hxx.
1.7.1