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📁 編譯器 像YACC的編譯及語法產生器
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>The Error Token</TITLE
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><A
NAME="SEC-ERROR"
>2.6. The Error Token</A
></H1
><P
><SPAN
CLASS="APPLICATION"
>Happy</SPAN
> supports a limited form of error
      recovery, using the special symbol <TT
CLASS="LITERAL"
>error</TT
> in a grammar
      file.  When <SPAN
CLASS="APPLICATION"
>Happy</SPAN
> finds a parse error during
      parsing, it automatically inserts the <TT
CLASS="LITERAL"
>error</TT
> symbol; if
      your grammar deals with <TT
CLASS="LITERAL"
>error</TT
> explicitly, then it can
      detect the error and carry on.</P
><P
>For example, the <SPAN
CLASS="APPLICATION"
>Happy</SPAN
> grammar for Haskell
      uses error recovery to implement Haskell layout.  The grammar
      has a rule that looks like this:</P
><TABLE
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><TR
><TD
><PRE
CLASS="PROGRAMLISTING"
>close : '}'                  { () }
      | error		     { () }</PRE
></TD
></TR
></TABLE
><P
>This says that a close brace in a layout-indented context
      may be either a curly brace (inserted by the lexical analyser),
      or a parse error.  </P
><P
>This rule is used to parse expressions like <TT
CLASS="LITERAL"
>let x
      = e in e'</TT
>: the layout system inserts an open brace before
      <TT
CLASS="LITERAL"
>x</TT
>, and the occurrence of the <TT
CLASS="LITERAL"
>in</TT
> symbol
      generates a parse error, which is interpreted as a close brace
      by the above rule.</P
><P
>Note for <TT
CLASS="LITERAL"
>yacc</TT
> users: this form of error recovery
      is strictly more limited than that provided by <TT
CLASS="LITERAL"
>yacc</TT
>.
      During a parse error condition, <TT
CLASS="LITERAL"
>yacc</TT
> attempts to
      discard states and tokens in order to get back into a state
      where parsing may continue; <SPAN
CLASS="APPLICATION"
>Happy</SPAN
> doesn't do this.
      The reason is that normal <TT
CLASS="LITERAL"
>yacc</TT
> error recovery is
      notoriously hard to describe, and the semantics depend heavily
      on the workings of a shift-reduce parser.  Furthermore,
      different implementations of <TT
CLASS="LITERAL"
>yacc</TT
> appear to implement
      error recovery differently.  <SPAN
CLASS="APPLICATION"
>Happy</SPAN
>'s limited error
      recovery on the other hand is well-defined, as is just
      sufficient to implement the Haskell layout rule (which is why it
      was added in the first place).</P
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