/*
** vim: ts=4 sw=4 expandtab
*/
/*
** Copyright (C) 1997, 2000, 2002, 2006-2007 The University of Melbourne.
** This file may only be copied under the terms of the GNU Library General
** Public License - see the file COPYING.LIB in the Mercury distribution.
*/

#include    "mercury_imp.h"
#include    <math.h>

/*
** The function `MR_hash_float()' is used by the library predicate
** `float__hash' and also for hashing floats for `pragma fact_table' indexing.
** It computes a non-negative MR_Integer hash value for a MR_Float.
** The exact hash function used depend on the relative sizes of MR_Float and
** MR_Integer.
*/

union MR_Float_Integer {
    MR_Float    f;
    MR_Integer  i;
    MR_Integer  j[(sizeof(MR_Float)/sizeof(MR_Integer) > 0 
                    ? sizeof(MR_Float)/sizeof(MR_Integer) : 1)];
    char        c[sizeof(MR_Float)/sizeof(char)];
};

MR_Integer
MR_hash_float(MR_Float f)
{
    union MR_Float_Integer  fi;
    size_t                  i;
    MR_Integer              h = 0;

    fi.i = 0;
    fi.f = f;

    if (sizeof(MR_Float) <= sizeof(MR_Integer)) {
        h = fi.i;
    } else if (sizeof(MR_Float) % sizeof(MR_Integer) == 0) {
        for (i = 0; i < sizeof(MR_Float)/sizeof(MR_Integer); i++) {
            h ^= fi.j[i];
        }
    } else {
        for (i = 0; i < sizeof(MR_Float)/sizeof(char); i++) {
            h ^= (h << 5);
            h ^= fi.c[i];
        }
    }
    return (h >= 0 ? h : -h);
}

/*
** MR_sprintf_float(buf, f)
**
** fills buff with the string representation of the float, f, such that
** the string representation has enough precision to represent the
** float, f.
**
** Note that buf must have size at least ML_SPRINTF_FLOAT_BUF_SIZE.
*/

void
MR_sprintf_float(char *buf, MR_Float f)
{
    MR_Float round_trip = 0.0;
    int      i = MR_FLT_MIN_PRECISION;
    int      n;

    /*
    ** Print the float at increasing precisions until the float
    ** is round-trippable.
    */
    do {
        sprintf(buf, "%.*g", i, f);
        if (i >= MR_FLT_MAX_PRECISION) {
            /*
            ** This should be sufficient precision to round-trip any value.
            ** Don't bother checking whether it can actually be round-tripped,
            ** since if it can't, this is a bug in the C implementation.
            */
            break;
        }
        sscanf(buf, MR_FLT_FMT, &round_trip);
        i++;
    } while (round_trip != f);

    /*
    ** Append ".0" if there is no "e" or "." in the string.
    */
    while (1) {
        if (*buf == 'e' || *buf == '.') {
            return;
        }
        if (*buf == '\0') {
            /* We only get here if there is no '.' or 'e' in the string. */
            strcpy(buf, ".0");
            return;
        }
        buf++;
    }

    return;
}

MR_bool
MR_is_nan(MR_Float Flt)
{
#if defined(MR_USE_SINGLE_PREC_FLOAT) && defined(MR_HAVE_ISNANF)
    return isnanf(Flt);
#elif defined(MR_HAVE_ISNAN)
    return isnan(Flt);
#else
    return (Flt != Flt);
#endif
}

MR_bool
MR_is_inf(MR_Float Flt)
{
#if defined(MR_USE_SINGLE_PREC_FLOAT) && defined(MR_HAVE_ISINFF)
    return isinff(Flt);
#elif defined(MR_HAVE_ISINF)
    return isinf(Flt);
#else
    return (Flt == Flt / 2.0 && Flt != 0.0);
#endif
}