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<H2><A NAME="SECTION00097000000000000000">
Beyond Symbol Tables</A>
</H2>

<P>
Attributes of uniquely stored terms can be used to implement symbol tables,<A NAME="1185">&#160;</A>
or more exactly, the contents of symbol tables.
Looking up translates to newly creating a term (which is represented uniquely)
and then inspecting its attributes.
One can view this as making the look up function a memo function. 

<P>
The nice thing is that entire terms can be used as the key in the `symbol table'.
This is useful for e.g. nested scopes.
A key can then be a term composed of an identifier and a scope indication.
This tuple should be unique.

<P>
As an example, we consider the detection of common subexpressions.
Every subexpression is a key in the symbol table, and one pass over the expression
computes the attribute <I>ocs</I>, which represents the number of occurrences of each subexpression.

<P>
<A NAME="1187">&#160;</A><A NAME="1188">&#160;</A>
<A NAME="1189">&#160;</A><A NAME="1190">&#160;</A>
<PRE><HR><!--lgrindfile: comsub.k 15:30 Jul 19 1996-->
<I>/* A very simple tree structure */</I>
funnytree {<B>uniq</B>}:       Str(<B>casestring</B>)
|                       Cons(funnytree funnytree)
{                       <B>int</B> ocs = 0;
                        funnytree next ;
                        { $0-&gt;next = alltrees;
                          alltrees = $0; }
}
;
<BR>
<B>void</B> occurs(funnytree $f) {
    Str:                { f-&gt;ocs++; }
    Cons(f1, f2):       { f-&gt;ocs++; occurs(f1); occurs(f2); }
}
<BR>
%{ KC_TYPES_HEADER
funnytree alltrees;
%}
<BR>
<B>int</B> main() {
    funnytree ft, it;
<BR>
alltrees = (funnytree)0;
    ft = Str(mkcasestring(<code>"foo"</code>));
    ft = Cons(ft, ft);
    ft = Cons(ft, Str(mkcasestring(<code>"bar"</code>)));
    ft = Cons(ft, ft);
    it = alltrees;
    occurs(it);
    <B>for</B>(; it!= (funnytree)0; it= it-&gt;next) {
        <B>if</B> (it-&gt;ocs&gt;1) {
            printf(<code>"occurs %d times:&#92;n"</code>, it-&gt;ocs);
            print_funnytree(it);
}   }   }
<HR></PRE>

<P>
The example also illustrates a technique through which all values of a particular
phylum in the symbol table
can be accessed.
The idea is that they are strung together using an attribute (here <I>next</I>)
and a global variable (here <I>alltrees</I>), which are manipulated in the initialisation part
of a term.
The other essential components of this technique are the initialisation of the global variable,
and the inclusion of its definition in all the files through <I>KC_TYPES_HEADER</I>.
This technique also works for non unique phyla.
Unique phyla should not be used when some of the attributes depend on the context of their nodes.
<A NAME="1195">&#160;</A>

<P>
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