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Implementation of closed reduction with read-back mechanism using Interaction Nets Compiler
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${ | |
#include <stdio.h> | |
#include <stdlib.h> | |
#include <string.h> | |
char *var(int fresh); | |
char *append(char *format, char *buf, char *str); | |
#define ABST(BUF, STR) append("%s%s: ", (BUF), (STR)) | |
#define APPL(BUF, STR) append("%s%s ", (BUF), (STR)) | |
#define ATOM(BUF, STR) append("%s(%s)", (BUF), (STR)) | |
}$ | |
\print { | |
/* Output results of read-back. */ | |
puts(RVAL); | |
free(RVAL); | |
} \atom; | |
\read[a] { | |
/* Unshare variable. */ | |
} \share[\copy(b, \read_{LVAL}(a)), b]; | |
\read[a] { | |
/* Initiate application. */ | |
} \apply[\lambda(b, \read_{LVAL}(a)), b]; | |
\read[a] { | |
/* Read back abstraction. */ | |
} \lambda[\atom_{var(1)}, \read_{ABST(LVAL, var(0))}(a)]; | |
\lambda[\read_{APPL(strdup(""), RVAL)}(a), a] { | |
/* Read back application. */ | |
} \atom; | |
\read[\atom_{ATOM(LVAL, RVAL)}] { | |
/* Read back an atom. */ | |
} \atom; | |
\copy[\atom_{RVAL}, \atom_{strdup(RVAL)}] { | |
/* Copy an atom. */ | |
} \atom; | |
\dup[\atom_{RVAL}, \atom_{strdup(RVAL)}] { | |
/* Duplicate an atom. */ | |
} \atom; | |
\erase { | |
/* Erase an atom. */ | |
free(RVAL); | |
} \atom; | |
\lambda[a, b] { | |
/* Unshare variable. */ | |
} \share[\copy(c, \lambda(a, b)), c]; | |
\lambda[a, b] { | |
/* Initiate application. */ | |
} \apply[\lambda(c, \lambda(a, b)), c]; | |
\lambda[a, b] { | |
/* Apply a closed term. */ | |
} \lambda[a, b]; | |
\copy[a, b] { | |
/* Unshare variable. */ | |
} \share[\copy(c, \copy(a, b)), c]; | |
\copy[a, b] { | |
/* Initiate application. */ | |
} \apply[\lambda(c, \copy(a, b)), c]; | |
\copy[\lambda(a, b), \lambda(c, d)] { | |
/* Initiate copy of a closed term. */ | |
} \lambda[\dup(a, c), \dup(b, d)]; | |
\dup[\amb(a, \share(b, c), c), \amb(d, \share(e, f), f)] { | |
/* Duplicate sharing. */ | |
} \share[\dup(b, e), \dup(a, d)]; | |
\dup[\apply(a, b), \apply(c, d)] { | |
/* Duplicate application. */ | |
} \apply[\dup(a, c), \dup(b, d)]; | |
\dup[\lambda(a, b), \lambda(c, d)] { | |
/* Duplicate abstraction. */ | |
} \lambda[\dup(a, c), \dup(b, d)]; | |
\dup[a, b] { | |
/* Finish duplication. */ | |
} \dup[a, b]; | |
\erase { | |
/* Erase sharing. */ | |
} \share[a, a]; | |
\erase { | |
/* Erase application. */ | |
} \apply[\erase, \erase]; | |
\erase { | |
/* Erase abstraction. */ | |
} \lambda[\erase, \erase]; | |
\erase { | |
/* Erase copy initiator. */ | |
} \copy[\erase, \erase]; | |
\erase { | |
/* Erase duplicator. */ | |
} \dup[\erase, \erase]; | |
\erase { | |
/* Finish erasing. */ | |
} \erase; | |
$$ | |
{"Application"} = \apply(function, argument); | |
first1 = \amb(second1, \share(shared1, back1), back1); | |
first2 = \amb(second2, \share(shared2, back2), back2); | |
first3 = \amb(second3, \share(shared3, back3), back3); | |
{"Abstraction"} = \lambda(variable, body); | |
term = \read_{strdup("")}(\print); | |
term = {"Encoding"}; | |
$$ | |
char *var(int fresh) | |
{ | |
static int id; | |
char buf[BUFSIZ]; | |
if (fresh) | |
++id; | |
sprintf(buf, "v%d", id); | |
return strdup(buf); | |
} | |
char *append(char *format, char *buf, char *str) | |
{ | |
size_t size = strlen(format) + strlen(str); | |
char *result = malloc(strlen(buf) + size); | |
sprintf(result, format, buf, str); | |
free(buf); | |
free(str); | |
return result; | |
} |
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