/*********************************************************************** * * * This software is part of the ast package * * Copyright (c) 1985-2012 AT&T Intellectual Property * * and is licensed under the * * Eclipse Public License, Version 1.0 * * by AT&T Intellectual Property * * * * A copy of the License is available at * * http://www.eclipse.org/org/documents/epl-v10.html * * (with md5 checksum b35adb5213ca9657e911e9befb180842) * * * * Information and Software Systems Research * * AT&T Research * * Florham Park NJ * * * * Glenn Fowler * * David Korn * * Phong Vo * * * ***********************************************************************/ #if __STDC__ #include "FEATURE/standards" #endif #include "sfhdr.h" /* Convert a floating point value to ASCII. ** ** Written by Kiem-Phong Vo and Glenn Fowler (SFFMT_AFORMAT) */ static char *lc_inf = "inf", *uc_inf = "INF"; static char *lc_nan = "nan", *uc_nan = "NAN"; static char *Zero = "0"; #define SF_INF ((_Sfi = 3), strlcpy(buf, (format & SFFMT_UPPER) ? uc_inf : lc_inf, size), buf) #define SF_NAN ((_Sfi = 3), strlcpy(buf, (format & SFFMT_UPPER) ? uc_nan : lc_nan, size), buf) #define SF_ZERO ((_Sfi = 1), strlcpy(buf, Zero, size), buf) #define SF_INTPART (SF_IDIGITS/2) #if !_lib_isnan #undef isnan #undef isnanl #if _lib_fpclassify #define isnan(n) (fpclassify(n)==FP_NAN) #define isnanl(n) (fpclassify(n)==FP_NAN) #else #error "This is an invalid test for NaN" #define isnan(n) (memcmp((void*)&n,(void*)&_Sfdnan,sizeof(n))==0) #define isnanl(n) (memcmp((void*)&n,(void*)&_Sflnan,sizeof(n))==0) #endif #else #if !_lib_isnanl #undef isnanl #define isnanl(n) isnan(n) #endif #endif #if !_lib_signbit #if !_ast_fltmax_double static int neg0ld(Sfdouble_t f) { Sfdouble_t z = 0; z = -z; return !memcmp(&f, &z, sizeof(f)); } #endif static int neg0d(double f) { double z = 0; z = -z; return !memcmp(&f, &z, sizeof(f)); } #endif #if ULONG_DIG && ULONG_DIG < (DBL_DIG-1) #define CVT_LDBL_INT long #define CVT_LDBL_MAXINT LONG_MAX #else #if UINT_DIG && UINT_DIG < (DBL_DIG-1) #define CVT_LDBL_INT int #define CVT_LDBL_MAXINT INT_MAX #else #define CVT_LDBL_INT long #define CVT_LDBL_MAXINT SF_MAXLONG #endif #endif #if ULONG_DIG && ULONG_DIG < (DBL_DIG-1) #define CVT_DBL_INT long #define CVT_DBL_MAXINT LONG_MAX #else #if UINT_DIG && UINT_DIG < (DBL_DIG-1) #define CVT_DBL_INT int #define CVT_DBL_MAXINT INT_MAX #else #define CVT_DBL_INT long #define CVT_DBL_MAXINT SF_MAXLONG #endif #endif #if __STD_C char* _sfcvt(Void_t* vp, char* buf, size_t size, int n_digit, int* decpt, int* sign, int* len, int format) #else char* _sfcvt(vp,buf,size,n_digit,decpt,sign,len,format) Void_t* vp; /* pointer to value to convert */ char* buf; /* conversion goes here */ size_t size; /* size of buf */ int n_digit; /* number of digits wanted */ int* decpt; /* to return decimal point */ int* sign; /* to return sign */ int* len; /* return string length */ int format; /* conversion format */ #endif { reg char *sp; reg long n, v; reg char *ep, *b, *endsp, *t; int x; _ast_flt_unsigned_max_t m; static char lx[] = "0123456789abcdef"; static char ux[] = "0123456789ABCDEF"; *sign = *decpt = 0; #if !_ast_fltmax_double if(format&SFFMT_LDOUBLE) { Sfdouble_t f = *(Sfdouble_t*)vp; if(isnanl(f)) { #if _lib_signbit if (signbit(f)) #else if (f < 0) #endif *sign = 1; return SF_NAN; } #if _lib_isinf if (n = isinf(f)) { #if _lib_signbit if (signbit(f)) #else if (n < 0 || f < 0) #endif *sign = 1; return SF_INF; } #endif # if _c99_in_the_wild # if _lib_signbit if (signbit(f)) # else # if _lib_copysignl if (copysignl(1.0, f) < 0.0) # else # if _lib_copysign if (copysign(1.0, (double)f) < 0.0) # else if (f < 0.0) # endif # endif # endif { f = -f; *sign = 1; } # if _lib_fpclassify switch (fpclassify(f)) { case FP_INFINITE: return SF_INF; case FP_NAN: return SF_NAN; case FP_ZERO: return SF_ZERO; } # endif # else # if _lib_signbit if (signbit(f)) # else if (f < 0.0 || f == 0.0 && neg0ld(f)) # endif { f = -f; *sign = 1; } # endif if(f < LDBL_MIN) return SF_ZERO; if(f > LDBL_MAX) return SF_INF; if(format & SFFMT_AFORMAT) { Sfdouble_t g; b = sp = buf; ep = (format & SFFMT_UPPER) ? ux : lx; if(n_digit <= 0 || n_digit >= (size - 9)) n_digit = size - 9; endsp = sp + n_digit + 1; g = frexpl(f, &x); *decpt = x; f = ldexpl(g, 8 * sizeof(m) - 3); for (;;) { m = f; x = 8 * sizeof(m); while ((x -= 4) >= 0) { *sp++ = ep[(m >> x) & 0xf]; if (sp >= endsp) goto around; } f -= m; f = ldexpl(f, 8 * sizeof(m)); } } n = 0; if(f >= (Sfdouble_t)CVT_LDBL_MAXINT) { /* scale to a small enough number to fit an int */ v = SF_MAXEXP10-1; do { if(f < _Sfpos10[v]) v -= 1; else { f *= _Sfneg10[v]; if((n += (1<= SF_IDIGITS) return SF_INF; } } while(f >= (Sfdouble_t)CVT_LDBL_MAXINT); } else if(f > 0.0 && f < 0.1) { /* scale to avoid excessive multiply by 10 below */ v = SF_MAXEXP10-1; do { if(f <= _Sfneg10[v]) { f *= _Sfpos10[v]; if((n += (1<= SF_IDIGITS) return SF_INF; } else if (--v < 0) break; } while(f < 0.1); n = -n; } *decpt = (int)n; b = sp = buf + SF_INTPART; if((v = (CVT_LDBL_INT)f) != 0) { /* translate the integer part */ f -= (Sfdouble_t)v; sfucvt(v,sp,n,ep,CVT_LDBL_INT,unsigned CVT_LDBL_INT); n = b-sp; if((*decpt += (int)n) >= SF_IDIGITS) return SF_INF; b = sp; sp = buf + SF_INTPART; } else n = 0; /* remaining number of digits to compute; add 1 for later rounding */ n = (((format&SFFMT_EFORMAT) || *decpt <= 0) ? 1 : *decpt+1) - n; if(n_digit > 0) { if(n_digit > LDBL_DIG) n_digit = LDBL_DIG; n += n_digit; } if((ep = (sp+n)) > (endsp = buf+(size-2))) ep = endsp; if(sp > ep) sp = ep; else { if((format&SFFMT_EFORMAT) && *decpt == 0 && f > 0.) { Sfdouble_t d; while((long)(d = f*10.) == 0) { f = d; *decpt -= 1; } } while(sp < ep) { /* generate fractional digits */ if(f <= 0.) { /* fill with 0's */ do { *sp++ = '0'; } while(sp < ep); goto done; } else if((n = (long)(f *= 10.)) < 10) { *sp++ = '0' + n; f -= n; } else /* n == 10 */ { do { *sp++ = '9'; } while(sp < ep); } } } } else #endif { double f = *(double*)vp; if(isnan(f)) { #if _lib_signbit if (signbit(f)) #else if (f < 0) #endif *sign = 1; return SF_NAN; } #if _lib_isinf if (n = isinf(f)) { #if _lib_signbit if (signbit(f)) #else if (n < 0 || f < 0) #endif *sign = 1; return SF_INF; } #endif #if _c99_in_the_wild # if _lib_signbit if (signbit(f)) # else # if _lib_copysign if (copysign(1.0, f) < 0.0) # else if (f < 0.0) # endif # endif { f = -f; *sign = 1; } # if _lib_fpclassify switch (fpclassify(f)) { case FP_INFINITE: return SF_INF; case FP_NAN: return SF_NAN; case FP_ZERO: return SF_ZERO; } # endif #else # if _lib_signbit if (signbit(f)) # else if (f < 0.0 || f == 0.0 && neg0d(f)) # endif { f = -f; *sign = 1; } #endif if(f < DBL_MIN) return SF_ZERO; if(f > DBL_MAX) return SF_INF; if(format & SFFMT_AFORMAT) { double g; b = sp = buf; ep = (format & SFFMT_UPPER) ? ux : lx; if(n_digit <= 0 || n_digit >= (size - 9)) n_digit = size - 9; endsp = sp + n_digit + 1; g = frexp(f, &x); *decpt = x; f = ldexp(g, 8 * sizeof(m) - 3); for (;;) { m = f; x = 8 * sizeof(m); while ((x -= 4) >= 0) { *sp++ = ep[(m >> x) & 0xf]; if (sp >= endsp) goto around; } f -= m; f = ldexp(f, 8 * sizeof(m)); } } n = 0; if(f >= (double)CVT_DBL_MAXINT) { /* scale to a small enough number to fit an int */ v = SF_MAXEXP10-1; do { if(f < _Sfpos10[v]) v -= 1; else { f *= _Sfneg10[v]; if((n += (1<= SF_IDIGITS) return SF_INF; } } while(f >= (double)CVT_DBL_MAXINT); } else if(f > 0.0 && f < 1e-8) { /* scale to avoid excessive multiply by 10 below */ v = SF_MAXEXP10-1; do { if(f <= _Sfneg10[v]) { f *= _Sfpos10[v]; if((n += (1<= SF_IDIGITS) return SF_INF; } else if(--v < 0) break; } while(f < 0.1); n = -n; } *decpt = (int)n; b = sp = buf + SF_INTPART; if((v = (CVT_DBL_INT)f) != 0) { /* translate the integer part */ f -= (double)v; sfucvt(v,sp,n,ep,CVT_DBL_INT,unsigned CVT_DBL_INT); n = b-sp; if((*decpt += (int)n) >= SF_IDIGITS) return SF_INF; b = sp; sp = buf + SF_INTPART; } else n = 0; /* remaining number of digits to compute; add 1 for later rounding */ n = (((format&SFFMT_EFORMAT) || *decpt <= 0) ? 1 : *decpt+1) - n; if(n_digit > 0) { if(n_digit > DBL_DIG) n_digit = DBL_DIG; n += n_digit; } if((ep = (sp+n)) > (endsp = buf+(size-2))) ep = endsp; if(sp > ep) sp = ep; else { if((format&SFFMT_EFORMAT) && *decpt == 0 && f > 0.) { reg double d; while((long)(d = f*10.) == 0) { f = d; *decpt -= 1; } } while(sp < ep) { /* generate fractional digits */ if(f <= 0.) { /* fill with 0's */ do { *sp++ = '0'; } while(sp < ep); goto done; } else if((n = (long)(f *= 10.)) < 10) { *sp++ = (char)('0' + n); f -= n; } else /* n == 10 */ { do { *sp++ = '9'; } while(sp < ep); break; } } } } if(ep <= b) ep = b+1; else if(ep < endsp) { /* round the last digit */ *--sp += 5; while(*sp > '9') { *sp = '0'; if(sp > b) *--sp += 1; else { /* next power of 10 */ *sp = '1'; *decpt += 1; if(!(format&SFFMT_EFORMAT)) { /* add one more 0 for %f precision */ ep[-1] = '0'; ep += 1; } } } } done: *--ep = '\0'; if(len) *len = ep-b; return b; around: if (((m >> x) & 0xf) >= 8) { t = sp - 1; for (;;) { if (--t <= b) { (*decpt)++; break; } switch (*t) { case 'f': case 'F': *t = '0'; continue; case '9': *t = ep[10]; break; default: (*t)++; break; } break; } } ep = sp + 1; goto done; }