A grammar is considered regular if it follows either a right-linear or left-linear pattern. According to this tutorial, this type of grammar possesses a unique property:
Regular grammars have a special characteristic: through the substitution of every nonterminal (excluding the root) with its corresponding righthand side, the grammar can be simplified to a single production for the root, containing only terminals and operators on the right-hand side... The resulting expression comprising terminals and operators can be further condensed into a more concise form known as a regular expression.
In an attempt to explore this concept further, I decided to convert the regular EcmaScript grammar for IdentifierName into regular expressions:
IdentifierName ::
IdentifierStart
IdentifierName IdentifierPart
Let's assume that the definitions for IdentifierStart
and IdentifierPart
are limited to the following:
IdentifierStart :: IdentifierPart ::
A A
B C
C &
$
_
However, I'm facing some confusion in proceeding with this task due to the presence of both recursion and alternation within the grammar for IdentifierName
. Any suggestions or assistance?
My main focus lies on understanding the methodology rather than solely obtaining the resulting regexp, which has been demonstrated by @Bergi as [ABC$_][AC&]*
.