|how to eliminate this left recursion firstname.lastname@example.org (Mike) (2005-07-22)|
|Re: how to eliminate this left recursion email@example.com (=?iso-8859-1?q?C=E9dric_LEMAIRE?=) (2005-07-26)|
|Re: how to eliminate this left recursion cfc@shell01.TheWorld.com (Chris F Clark) (2005-07-26)|
|Re: how to eliminate this left recursion firstname.lastname@example.org (Oliver Wong) (2005-07-26)|
|From:||"Oliver Wong" <email@example.com>|
|Date:||26 Jul 2005 13:21:57 -0400|
|Posted-Date:||26 Jul 2005 13:21:57 EDT|
"Mike" <firstname.lastname@example.org> wrote in message
> I understand how to eliminate left-recursion when a grammar rule
> looks like this: a->ab | c
> but how do you do it when it looks only like this: a->ab
If the expansion of "a" is "ab" with no other alternative, then you have an
infinite recursion that you can never get out of.
> Such a grammar rule exists in the following regular expressions grammar
> (see rule ERE_expression)
> ERE_expression : one_character_ERE
> | '^'
> | '$'
> | '(' extended_reg_exp ')'
> | ERE_expression ERE_dupl_symbol
Seems to me, this could be rewritten as:
ERE_expression : ( one_character_ERE
| '(' extended_reg_exp ')'
( ERE_dupl_symbol )*;
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