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postgresql/contrib/seg/seg.c
Peter Eisentraut e7128e8dbb Create function prototype as part of PG_FUNCTION_INFO_V1 macro 
Because of gcc -Wmissing-prototypes, all functions in dynamically
loadable modules must have a separate prototype declaration.  This is
meant to detect global functions that are not declared in header files,
but in cases where the function is called via dfmgr, this is redundant.
Besides filling up space with boilerplate, this is a frequent source of
compiler warnings in extension modules.

We can fix that by creating the function prototype as part of the
PG_FUNCTION_INFO_V1 macro, which such modules have to use anyway.  That
makes the code of modules cleaner, because there is one less place where
the entry points have to be listed, and creates an additional check that
functions have the right prototype.

Remove now redundant prototypes from contrib and other modules.
2014-04-18 00:03:19 -04:00

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/*
* contrib/seg/seg.c
*
******************************************************************************
This file contains routines that can be bound to a Postgres backend and
called by the backend in the process of processing queries. The calling
format for these routines is dictated by Postgres architecture.
******************************************************************************/
#include "postgres.h"
#include <float.h>
#include "access/gist.h"
#include "access/skey.h"
#include "segdata.h"
/*
#define GIST_DEBUG
#define GIST_QUERY_DEBUG
*/
PG_MODULE_MAGIC;
extern int seg_yyparse(SEG *result);
extern void seg_yyerror(SEG *result, const char *message);
extern void seg_scanner_init(const char *str);
extern void seg_scanner_finish(void);
/*
extern int seg_yydebug;
*/
/*
* Auxiliary data structure for picksplit method.
*/
typedef struct
{
float center;
OffsetNumber index;
SEG *data;
} gseg_picksplit_item;
/*
** Input/Output routines
*/
PG_FUNCTION_INFO_V1(seg_in);
PG_FUNCTION_INFO_V1(seg_out);
PG_FUNCTION_INFO_V1(seg_size);
PG_FUNCTION_INFO_V1(seg_lower);
PG_FUNCTION_INFO_V1(seg_upper);
PG_FUNCTION_INFO_V1(seg_center);
/*
** GiST support methods
*/
bool gseg_consistent(GISTENTRY *entry,
SEG *query,
StrategyNumber strategy,
Oid subtype,
bool *recheck);
GISTENTRY *gseg_compress(GISTENTRY *entry);
GISTENTRY *gseg_decompress(GISTENTRY *entry);
float *gseg_penalty(GISTENTRY *origentry, GISTENTRY *newentry, float *result);
GIST_SPLITVEC *gseg_picksplit(GistEntryVector *entryvec, GIST_SPLITVEC *v);
bool gseg_leaf_consistent(SEG *key, SEG *query, StrategyNumber strategy);
bool gseg_internal_consistent(SEG *key, SEG *query, StrategyNumber strategy);
SEG *gseg_union(GistEntryVector *entryvec, int *sizep);
SEG *gseg_binary_union(SEG *r1, SEG *r2, int *sizep);
bool *gseg_same(SEG *b1, SEG *b2, bool *result);
/*
** R-tree support functions
*/
bool seg_same(SEG *a, SEG *b);
bool seg_contains_int(SEG *a, int *b);
bool seg_contains_float4(SEG *a, float4 *b);
bool seg_contains_float8(SEG *a, float8 *b);
bool seg_contains(SEG *a, SEG *b);
bool seg_contained(SEG *a, SEG *b);
bool seg_overlap(SEG *a, SEG *b);
bool seg_left(SEG *a, SEG *b);
bool seg_over_left(SEG *a, SEG *b);
bool seg_right(SEG *a, SEG *b);
bool seg_over_right(SEG *a, SEG *b);
SEG *seg_union(SEG *a, SEG *b);
SEG *seg_inter(SEG *a, SEG *b);
void rt_seg_size(SEG *a, float *sz);
/*
** Various operators
*/
int32 seg_cmp(SEG *a, SEG *b);
bool seg_lt(SEG *a, SEG *b);
bool seg_le(SEG *a, SEG *b);
bool seg_gt(SEG *a, SEG *b);
bool seg_ge(SEG *a, SEG *b);
bool seg_different(SEG *a, SEG *b);
/*
** Auxiliary funxtions
*/
static int restore(char *s, float val, int n);
int significant_digits(char *s);
/*****************************************************************************
* Input/Output functions
*****************************************************************************/
Datum
seg_in(PG_FUNCTION_ARGS)
{
char *str = PG_GETARG_CSTRING(0);
SEG *result = palloc(sizeof(SEG));
seg_scanner_init(str);
if (seg_yyparse(result) != 0)
seg_yyerror(result, "bogus input");
seg_scanner_finish();
PG_RETURN_POINTER(result);
}
Datum
seg_out(PG_FUNCTION_ARGS)
{
SEG *seg = (SEG *) PG_GETARG_POINTER(0);
char *result;
char *p;
p = result = (char *) palloc(40);
if (seg->l_ext == '>' || seg->l_ext == '<' || seg->l_ext == '~')
p += sprintf(p, "%c", seg->l_ext);
if (seg->lower == seg->upper && seg->l_ext == seg->u_ext)
{
/*
* indicates that this interval was built by seg_in off a single point
*/
p += restore(p, seg->lower, seg->l_sigd);
}
else
{
if (seg->l_ext != '-')
{
/* print the lower boundary if exists */
p += restore(p, seg->lower, seg->l_sigd);
p += sprintf(p, " ");
}
p += sprintf(p, "..");
if (seg->u_ext != '-')
{
/* print the upper boundary if exists */
p += sprintf(p, " ");
if (seg->u_ext == '>' || seg->u_ext == '<' || seg->l_ext == '~')
p += sprintf(p, "%c", seg->u_ext);
p += restore(p, seg->upper, seg->u_sigd);
}
}
PG_RETURN_CSTRING(result);
}
Datum
seg_center(PG_FUNCTION_ARGS)
{
SEG *seg = (SEG *) PG_GETARG_POINTER(0);
PG_RETURN_FLOAT4(((float) seg->lower + (float) seg->upper) / 2.0);
}
Datum
seg_lower(PG_FUNCTION_ARGS)
{
SEG *seg = (SEG *) PG_GETARG_POINTER(0);
PG_RETURN_FLOAT4(seg->lower);
}
Datum
seg_upper(PG_FUNCTION_ARGS)
{
SEG *seg = (SEG *) PG_GETARG_POINTER(0);
PG_RETURN_FLOAT4(seg->upper);
}
/*****************************************************************************
* GiST functions
*****************************************************************************/
/*
** The GiST Consistent method for segments
** Should return false if for all data items x below entry,
** the predicate x op query == FALSE, where op is the oper
** corresponding to strategy in the pg_amop table.
*/
bool
gseg_consistent(GISTENTRY *entry,
SEG *query,
StrategyNumber strategy,
Oid subtype,
bool *recheck)
{
/* All cases served by this function are exact */
*recheck = false;
/*
* if entry is not leaf, use gseg_internal_consistent, else use
* gseg_leaf_consistent
*/
if (GIST_LEAF(entry))
return (gseg_leaf_consistent((SEG *) DatumGetPointer(entry->key), query, strategy));
else
return (gseg_internal_consistent((SEG *) DatumGetPointer(entry->key), query, strategy));
}
/*
** The GiST Union method for segments
** returns the minimal bounding seg that encloses all the entries in entryvec
*/
SEG *
gseg_union(GistEntryVector *entryvec, int *sizep)
{
int numranges,
i;
SEG *out = (SEG *) NULL;
SEG *tmp;
#ifdef GIST_DEBUG
fprintf(stderr, "union\n");
#endif
numranges = entryvec->n;
tmp = (SEG *) DatumGetPointer(entryvec->vector[0].key);
*sizep = sizeof(SEG);
for (i = 1; i < numranges; i++)
{
out = gseg_binary_union(tmp, (SEG *)
DatumGetPointer(entryvec->vector[i].key),
sizep);
tmp = out;
}
return (out);
}
/*
** GiST Compress and Decompress methods for segments
** do not do anything.
*/
GISTENTRY *
gseg_compress(GISTENTRY *entry)
{
return (entry);
}
GISTENTRY *
gseg_decompress(GISTENTRY *entry)
{
return (entry);
}
/*
** The GiST Penalty method for segments
** As in the R-tree paper, we use change in area as our penalty metric
*/
float *
gseg_penalty(GISTENTRY *origentry, GISTENTRY *newentry, float *result)
{
SEG *ud;
float tmp1,
tmp2;
ud = seg_union((SEG *) DatumGetPointer(origentry->key),
(SEG *) DatumGetPointer(newentry->key));
rt_seg_size(ud, &tmp1);
rt_seg_size((SEG *) DatumGetPointer(origentry->key), &tmp2);
*result = tmp1 - tmp2;
#ifdef GIST_DEBUG
fprintf(stderr, "penalty\n");
fprintf(stderr, "\t%g\n", *result);
#endif
return (result);
}
/*
* Compare function for gseg_picksplit_item: sort by center.
*/
static int
gseg_picksplit_item_cmp(const void *a, const void *b)
{
const gseg_picksplit_item *i1 = (const gseg_picksplit_item *) a;
const gseg_picksplit_item *i2 = (const gseg_picksplit_item *) b;
if (i1->center < i2->center)
return -1;
else if (i1->center == i2->center)
return 0;
else
return 1;
}
/*
* The GiST PickSplit method for segments
*
* We used to use Guttman's split algorithm here, but since the data is 1-D
* it's easier and more robust to just sort the segments by center-point and
* split at the middle.
*/
GIST_SPLITVEC *
gseg_picksplit(GistEntryVector *entryvec,
GIST_SPLITVEC *v)
{
int i;
SEG *datum_l,
*datum_r,
*seg;
gseg_picksplit_item *sort_items;
OffsetNumber *left,
*right;
OffsetNumber maxoff;
OffsetNumber firstright;
#ifdef GIST_DEBUG
fprintf(stderr, "picksplit\n");
#endif
/* Valid items in entryvec->vector[] are indexed 1..maxoff */
maxoff = entryvec->n - 1;
/*
* Prepare the auxiliary array and sort it.
*/
sort_items = (gseg_picksplit_item *)
palloc(maxoff * sizeof(gseg_picksplit_item));
for (i = 1; i <= maxoff; i++)
{
seg = (SEG *) DatumGetPointer(entryvec->vector[i].key);
/* center calculation is done this way to avoid possible overflow */
sort_items[i - 1].center = seg->lower * 0.5f + seg->upper * 0.5f;
sort_items[i - 1].index = i;
sort_items[i - 1].data = seg;
}
qsort(sort_items, maxoff, sizeof(gseg_picksplit_item),
gseg_picksplit_item_cmp);
/* sort items below "firstright" will go into the left side */
firstright = maxoff / 2;
v->spl_left = (OffsetNumber *) palloc(maxoff * sizeof(OffsetNumber));
v->spl_right = (OffsetNumber *) palloc(maxoff * sizeof(OffsetNumber));
left = v->spl_left;
v->spl_nleft = 0;
right = v->spl_right;
v->spl_nright = 0;
/*
* Emit segments to the left output page, and compute its bounding box.
*/
datum_l = (SEG *) palloc(sizeof(SEG));
memcpy(datum_l, sort_items[0].data, sizeof(SEG));
*left++ = sort_items[0].index;
v->spl_nleft++;
for (i = 1; i < firstright; i++)
{
datum_l = seg_union(datum_l, sort_items[i].data);
*left++ = sort_items[i].index;
v->spl_nleft++;
}
/*
* Likewise for the right page.
*/
datum_r = (SEG *) palloc(sizeof(SEG));
memcpy(datum_r, sort_items[firstright].data, sizeof(SEG));
*right++ = sort_items[firstright].index;
v->spl_nright++;
for (i = firstright + 1; i < maxoff; i++)
{
datum_r = seg_union(datum_r, sort_items[i].data);
*right++ = sort_items[i].index;
v->spl_nright++;
}
v->spl_ldatum = PointerGetDatum(datum_l);
v->spl_rdatum = PointerGetDatum(datum_r);
return v;
}
/*
** Equality methods
*/
bool *
gseg_same(SEG *b1, SEG *b2, bool *result)
{
if (seg_same(b1, b2))
*result = TRUE;
else
*result = FALSE;
#ifdef GIST_DEBUG
fprintf(stderr, "same: %s\n", (*result ? "TRUE" : "FALSE"));
#endif
return (result);
}
/*
** SUPPORT ROUTINES
*/
bool
gseg_leaf_consistent(SEG *key,
SEG *query,
StrategyNumber strategy)
{
bool retval;
#ifdef GIST_QUERY_DEBUG
fprintf(stderr, "leaf_consistent, %d\n", strategy);
#endif
switch (strategy)
{
case RTLeftStrategyNumber:
retval = (bool) seg_left(key, query);
break;
case RTOverLeftStrategyNumber:
retval = (bool) seg_over_left(key, query);
break;
case RTOverlapStrategyNumber:
retval = (bool) seg_overlap(key, query);
break;
case RTOverRightStrategyNumber:
retval = (bool) seg_over_right(key, query);
break;
case RTRightStrategyNumber:
retval = (bool) seg_right(key, query);
break;
case RTSameStrategyNumber:
retval = (bool) seg_same(key, query);
break;
case RTContainsStrategyNumber:
case RTOldContainsStrategyNumber:
retval = (bool) seg_contains(key, query);
break;
case RTContainedByStrategyNumber:
case RTOldContainedByStrategyNumber:
retval = (bool) seg_contained(key, query);
break;
default:
retval = FALSE;
}
return (retval);
}
bool
gseg_internal_consistent(SEG *key,
SEG *query,
StrategyNumber strategy)
{
bool retval;
#ifdef GIST_QUERY_DEBUG
fprintf(stderr, "internal_consistent, %d\n", strategy);
#endif
switch (strategy)
{
case RTLeftStrategyNumber:
retval = (bool) !seg_over_right(key, query);
break;
case RTOverLeftStrategyNumber:
retval = (bool) !seg_right(key, query);
break;
case RTOverlapStrategyNumber:
retval = (bool) seg_overlap(key, query);
break;
case RTOverRightStrategyNumber:
retval = (bool) !seg_left(key, query);
break;
case RTRightStrategyNumber:
retval = (bool) !seg_over_left(key, query);
break;
case RTSameStrategyNumber:
case RTContainsStrategyNumber:
case RTOldContainsStrategyNumber:
retval = (bool) seg_contains(key, query);
break;
case RTContainedByStrategyNumber:
case RTOldContainedByStrategyNumber:
retval = (bool) seg_overlap(key, query);
break;
default:
retval = FALSE;
}
return (retval);
}
SEG *
gseg_binary_union(SEG *r1, SEG *r2, int *sizep)
{
SEG *retval;
retval = seg_union(r1, r2);
*sizep = sizeof(SEG);
return (retval);
}
bool
seg_contains(SEG *a, SEG *b)
{
return ((a->lower <= b->lower) && (a->upper >= b->upper));
}
bool
seg_contained(SEG *a, SEG *b)
{
return (seg_contains(b, a));
}
/*****************************************************************************
* Operator class for R-tree indexing
*****************************************************************************/
bool
seg_same(SEG *a, SEG *b)
{
return seg_cmp(a, b) == 0;
}
/* seg_overlap -- does a overlap b?
*/
bool
seg_overlap(SEG *a, SEG *b)
{
return (
((a->upper >= b->upper) && (a->lower <= b->upper))
||
((b->upper >= a->upper) && (b->lower <= a->upper))
);
}
/* seg_overleft -- is the right edge of (a) located at or left of the right edge of (b)?
*/
bool
seg_over_left(SEG *a, SEG *b)
{
return (a->upper <= b->upper);
}
/* seg_left -- is (a) entirely on the left of (b)?
*/
bool
seg_left(SEG *a, SEG *b)
{
return (a->upper < b->lower);
}
/* seg_right -- is (a) entirely on the right of (b)?
*/
bool
seg_right(SEG *a, SEG *b)
{
return (a->lower > b->upper);
}
/* seg_overright -- is the left edge of (a) located at or right of the left edge of (b)?
*/
bool
seg_over_right(SEG *a, SEG *b)
{
return (a->lower >= b->lower);
}
SEG *
seg_union(SEG *a, SEG *b)
{
SEG *n;
n = (SEG *) palloc(sizeof(*n));
/* take max of upper endpoints */
if (a->upper > b->upper)
{
n->upper = a->upper;
n->u_sigd = a->u_sigd;
n->u_ext = a->u_ext;
}
else
{
n->upper = b->upper;
n->u_sigd = b->u_sigd;
n->u_ext = b->u_ext;
}
/* take min of lower endpoints */
if (a->lower < b->lower)
{
n->lower = a->lower;
n->l_sigd = a->l_sigd;
n->l_ext = a->l_ext;
}
else
{
n->lower = b->lower;
n->l_sigd = b->l_sigd;
n->l_ext = b->l_ext;
}
return (n);
}
SEG *
seg_inter(SEG *a, SEG *b)
{
SEG *n;
n = (SEG *) palloc(sizeof(*n));
/* take min of upper endpoints */
if (a->upper < b->upper)
{
n->upper = a->upper;
n->u_sigd = a->u_sigd;
n->u_ext = a->u_ext;
}
else
{
n->upper = b->upper;
n->u_sigd = b->u_sigd;
n->u_ext = b->u_ext;
}
/* take max of lower endpoints */
if (a->lower > b->lower)
{
n->lower = a->lower;
n->l_sigd = a->l_sigd;
n->l_ext = a->l_ext;
}
else
{
n->lower = b->lower;
n->l_sigd = b->l_sigd;
n->l_ext = b->l_ext;
}
return (n);
}
void
rt_seg_size(SEG *a, float *size)
{
if (a == (SEG *) NULL || a->upper <= a->lower)
*size = 0.0;
else
*size = (float) Abs(a->upper - a->lower);
return;
}
Datum
seg_size(PG_FUNCTION_ARGS)
{
SEG *seg = (SEG *) PG_GETARG_POINTER(0);
PG_RETURN_FLOAT4((float) Abs(seg->upper - seg->lower));
}
/*****************************************************************************
* Miscellaneous operators
*****************************************************************************/
int32
seg_cmp(SEG *a, SEG *b)
{
/*
* First compare on lower boundary position
*/
if (a->lower < b->lower)
return -1;
if (a->lower > b->lower)
return 1;
/*
* a->lower == b->lower, so consider type of boundary.
*
* A '-' lower bound is < any other kind (this could only be relevant if
* -HUGE_VAL is used as a regular data value). A '<' lower bound is < any
* other kind except '-'. A '>' lower bound is > any other kind.
*/
if (a->l_ext != b->l_ext)
{
if (a->l_ext == '-')
return -1;
if (b->l_ext == '-')
return 1;
if (a->l_ext == '<')
return -1;
if (b->l_ext == '<')
return 1;
if (a->l_ext == '>')
return 1;
if (b->l_ext == '>')
return -1;
}
/*
* For other boundary types, consider # of significant digits first.
*/
if (a->l_sigd < b->l_sigd) /* (a) is blurred and is likely to include (b) */
return -1;
if (a->l_sigd > b->l_sigd) /* (a) is less blurred and is likely to be
* included in (b) */
return 1;
/*
* For same # of digits, an approximate boundary is more blurred than
* exact.
*/
if (a->l_ext != b->l_ext)
{
if (a->l_ext == '~') /* (a) is approximate, while (b) is exact */
return -1;
if (b->l_ext == '~')
return 1;
/* can't get here unless data is corrupt */
elog(ERROR, "bogus lower boundary types %d %d",
(int) a->l_ext, (int) b->l_ext);
}
/* at this point, the lower boundaries are identical */
/*
* First compare on upper boundary position
*/
if (a->upper < b->upper)
return -1;
if (a->upper > b->upper)
return 1;
/*
* a->upper == b->upper, so consider type of boundary.
*
* A '-' upper bound is > any other kind (this could only be relevant if
* HUGE_VAL is used as a regular data value). A '<' upper bound is < any
* other kind. A '>' upper bound is > any other kind except '-'.
*/
if (a->u_ext != b->u_ext)
{
if (a->u_ext == '-')
return 1;
if (b->u_ext == '-')
return -1;
if (a->u_ext == '<')
return -1;
if (b->u_ext == '<')
return 1;
if (a->u_ext == '>')
return 1;
if (b->u_ext == '>')
return -1;
}
/*
* For other boundary types, consider # of significant digits first. Note
* result here is converse of the lower-boundary case.
*/
if (a->u_sigd < b->u_sigd) /* (a) is blurred and is likely to include (b) */
return 1;
if (a->u_sigd > b->u_sigd) /* (a) is less blurred and is likely to be
* included in (b) */
return -1;
/*
* For same # of digits, an approximate boundary is more blurred than
* exact. Again, result is converse of lower-boundary case.
*/
if (a->u_ext != b->u_ext)
{
if (a->u_ext == '~') /* (a) is approximate, while (b) is exact */
return 1;
if (b->u_ext == '~')
return -1;
/* can't get here unless data is corrupt */
elog(ERROR, "bogus upper boundary types %d %d",
(int) a->u_ext, (int) b->u_ext);
}
return 0;
}
bool
seg_lt(SEG *a, SEG *b)
{
return seg_cmp(a, b) < 0;
}
bool
seg_le(SEG *a, SEG *b)
{
return seg_cmp(a, b) <= 0;
}
bool
seg_gt(SEG *a, SEG *b)
{
return seg_cmp(a, b) > 0;
}
bool
seg_ge(SEG *a, SEG *b)
{
return seg_cmp(a, b) >= 0;
}
bool
seg_different(SEG *a, SEG *b)
{
return seg_cmp(a, b) != 0;
}
/*****************************************************************************
* Auxiliary functions
*****************************************************************************/
/* The purpose of this routine is to print the floating point
* value with exact number of significant digits. Its behaviour
* is similar to %.ng except it prints 8.00 where %.ng would
* print 8
*/
static int
restore(char *result, float val, int n)
{
static char efmt[8] = {'%', '-', '1', '5', '.', '#', 'e', 0};
char buf[25] = {
'0', '0', '0', '0', '0',
'0', '0', '0', '0', '0',
'0', '0', '0', '0', '0',
'0', '0', '0', '0', '0',
'0', '0', '0', '0', '\0'
};
char *p;
int exp;
int i,
dp,
sign;
/*
* put a cap on the number of siugnificant digits to avoid nonsense in the
* output
*/
n = Min(n, FLT_DIG);
/* remember the sign */
sign = (val < 0 ? 1 : 0);
efmt[5] = '0' + (n - 1) % 10; /* makes %-15.(n-1)e -- this format
* guarantees that the exponent is
* always present */
sprintf(result, efmt, val);
/* trim the spaces left by the %e */
for (p = result; *p != ' '; p++);
*p = '\0';
/* get the exponent */
strtok(pstrdup(result), "e");
exp = atoi(strtok(NULL, "e"));
if (exp == 0)
{
/* use the supplied mantyssa with sign */
strcpy((char *) strchr(result, 'e'), "");
}
else
{
if (Abs(exp) <= 4)
{
/*
* remove the decimal point from the mantyssa and write the digits
* to the buf array
*/
for (p = result + sign, i = 10, dp = 0; *p != 'e'; p++, i++)
{
buf[i] = *p;
if (*p == '.')
{
dp = i--; /* skip the decimal point */
}
}
if (dp == 0)
dp = i--; /* no decimal point was found in the above
* for() loop */
if (exp > 0)
{
if (dp - 10 + exp >= n)
{
/*
* the decimal point is behind the last significant digit;
* the digits in between must be converted to the exponent
* and the decimal point placed after the first digit
*/
exp = dp - 10 + exp - n;
buf[10 + n] = '\0';
/* insert the decimal point */
if (n > 1)
{
dp = 11;
for (i = 23; i > dp; i--)
buf[i] = buf[i - 1];
buf[dp] = '.';
}
/*
* adjust the exponent by the number of digits after the
* decimal point
*/
if (n > 1)
sprintf(&buf[11 + n], "e%d", exp + n - 1);
else
sprintf(&buf[11], "e%d", exp + n - 1);
if (sign)
{
buf[9] = '-';
strcpy(result, &buf[9]);
}
else
strcpy(result, &buf[10]);
}
else
{ /* insert the decimal point */
dp += exp;
for (i = 23; i > dp; i--)
buf[i] = buf[i - 1];
buf[11 + n] = '\0';
buf[dp] = '.';
if (sign)
{
buf[9] = '-';
strcpy(result, &buf[9]);
}
else
strcpy(result, &buf[10]);
}
}
else
{ /* exp <= 0 */
dp += exp - 1;
buf[10 + n] = '\0';
buf[dp] = '.';
if (sign)
{
buf[dp - 2] = '-';
strcpy(result, &buf[dp - 2]);
}
else
strcpy(result, &buf[dp - 1]);
}
}
/* do nothing for Abs(exp) > 4; %e must be OK */
/* just get rid of zeroes after [eE]- and +zeroes after [Ee]. */
/* ... this is not done yet. */
}
return (strlen(result));
}
/*
** Miscellany
*/
bool
seg_contains_int(SEG *a, int *b)
{
return ((a->lower <= *b) && (a->upper >= *b));
}
bool
seg_contains_float4(SEG *a, float4 *b)
{
return ((a->lower <= *b) && (a->upper >= *b));
}
bool
seg_contains_float8(SEG *a, float8 *b)
{
return ((a->lower <= *b) && (a->upper >= *b));
}
/* find out the number of significant digits in a string representing
* a floating point number
*/
int
significant_digits(char *s)
{
char *p = s;
int n,
c,
zeroes;
zeroes = 1;
/* skip leading zeroes and sign */
for (c = *p; (c == '0' || c == '+' || c == '-') && c != 0; c = *(++p));
/* skip decimal point and following zeroes */
for (c = *p; (c == '0' || c == '.') && c != 0; c = *(++p))
{
if (c != '.')
zeroes++;
}
/* count significant digits (n) */
for (c = *p, n = 0; c != 0; c = *(++p))
{
if (!((c >= '0' && c <= '9') || (c == '.')))
break;
if (c != '.')
n++;
}
if (!n)
return (zeroes);
return (n);
}
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