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SparseData.c
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1802 lines (1619 loc) · 51.9 KB
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/**
* @file
* \brief This file implements different operations on the SparseData structure.
*
* Most functions on sparse vectors are first defined on SparseData, and
* then packaged up as functions on sparse vectors using wrappers.
*
* This is the general procedure for adding functionalities to sparse vectors:
* 1. Write the function for SparseData.
* 2. Wrap it up for SvecType in operators.c or sparse_vector.c.
* 3. Make the function available in gp_svec.sql.
*/
#include <postgres.h>
#include <stdio.h>
#include <stdint.h>
#include <stdlib.h>
#include <string.h>
#include <float.h>
#include "SparseData.h"
#include "utils/builtins.h"
#if PG_VERSION_NUM >= 100000
#include "utils/varlena.h"
#endif
#include "utils/syscache.h"
#include "parser/parse_func.h"
#include "access/htup.h"
#include "catalog/pg_proc.h"
#if PG_VERSION_NUM >= 90300
#include "access/htup_details.h"
#endif
void* array_pos_ref = NULL;
/* -----------------------------------------------------------------------------
*
* The following functions used to be defined in SparseData.h. It is unclear to
* me why (Florian Schoppmann, June 4, 2012).
*
* -------------------------------------------------------------------------- */
/* BEGIN Previously in SparseData.h */
/* Returns the size of each basic type
*/
size_t
size_of_type(Oid type)
{
switch (type)
{
case FLOAT4OID: return(4);
case FLOAT8OID: return(8);
case CHAROID: return(1);
case INT2OID: return(2);
case INT4OID: return(4);
case INT8OID: return(8);
}
return(1);
}
/* Appends a count to the count array
* The function appendBinaryStringInfo always make sure to attach a trailing '\0'
* to the data array of the index StringInfo.
*/
void append_to_rle_index(StringInfo index, int64 run_len)
{
char bytes[]={0,0,0,0,0,0,0,0,0}; /* 9 bytes into which the compressed
int8 value is written */
int8_to_compword(run_len,bytes); /* create compressed version of
int8 value */
appendBinaryStringInfo(index,bytes,int8compstoragesize(bytes));
}
/* Adds a new block to a SparseData
* The function appendBinaryStringInfo always make sure to attach a trailing '\0'
* to the data array of the vals StringInfo.
*/
void add_run_to_sdata(char *run_val, int64 run_len, size_t width,
SparseData sdata)
{
StringInfo index = sdata->index;
StringInfo vals = sdata->vals;
appendBinaryStringInfo(vals,run_val,width);
append_to_rle_index(index, run_len);
sdata->unique_value_count++;
sdata->total_value_count+=run_len;
}
/*------------------------------------------------------------------------------
* Each integer count in the RLE index is stored in a number of bytes determined
* by its size. The larger the integer count, the larger the size of storage.
* Following is the map of count maximums to storage size:
* Range Storage
* --------- -----------------------------------------
* 0 - 127 signed char stores the negative count
*
* All higher than 127 have two parts, the description byte
* and the count word
*
* description byte signed char stores the number of bytes in the
* count word one of 1,2,4 or 8
*
* 128 - 32767 count word is 2 bytes, signed int16_t
* 32768 - 2147483648 count word is 4 bytes, signed int32_t
* 2147483648 - max count word is 8 bytes, signed int64
*------------------------------------------------------------------------------
*/
/* Transforms an int64 value to an RLE entry. The entry is placed in the
* provided entry[] array and will have a variable size depending on the value.
*/
void int8_to_compword(int64 num, char entry[9])
{
if (num < 128) {
/* The reason this is negative is because entry[0] is
used to record sizes in the other cases. */
entry[0] = -(char)num;
return;
}
entry[1] = (char)(num & 0xFF);
entry[2] = (char)((num & 0xFF00) >> 8);
if (num < 32768) { entry[0] = 2; return; }
entry[3] = (char)((num & 0xFF0000L) >> 16);
entry[4] = (char)((num & 0xFF000000L) >> 24);
if (num < 2147483648LL) { entry[0] = 4; return; }
entry[5] = (char)((num & 0xFF00000000LL) >> 32);
entry[6] = (char)((num & 0xFF0000000000LL) >> 40);
entry[7] = (char)((num & 0xFF000000000000LL) >> 48);
entry[8] = (char)((num & 0xFF00000000000000LL) >> 56);
entry[0] = 8;
}
/* Transforms a count entry into an int64 value when provided with a pointer
* to an entry.
*/
int64 compword_to_int8(const char *entry)
{
char size = int8compstoragesize(entry);
int16_t num_2;
char *numptr2 = (char *)(&num_2);
int32_t num_4;
char *numptr4 = (char *)(&num_4);
int64 num = 0;
char *numptr8 = (char *)(&num);
switch(size) {
case 0: /* entry == NULL represents an array of ones; see
* comment after definition of SparseDataStruct above
*/
return 1;
case 1:
num = -(entry[0]);
break;
case 3:
numptr2[0] = entry[1];
numptr2[1] = entry[2];
num = num_2;
break;
case 5:
numptr4[0] = entry[1];
numptr4[1] = entry[2];
numptr4[2] = entry[3];
numptr4[3] = entry[4];
num = num_4;
break;
case 9:
numptr8[0] = entry[1];
numptr8[1] = entry[2];
numptr8[2] = entry[3];
numptr8[3] = entry[4];
numptr8[4] = entry[5];
numptr8[5] = entry[6];
numptr8[6] = entry[7];
numptr8[7] = entry[8];
break;
}
return num;
}
void printout_double(double *vals, int num_values, int stop)
{
(void) stop; /* avoid warning about unused parameter */
char *output_str = (char *)palloc(sizeof(char)*(num_values*(6+18+2))+1);
char *str = output_str;
int numout;
for (int i=0; i<num_values; i++) {
numout = snprintf(str,26,"%6.2f,%#llX,",vals[i],
*((long long unsigned int *)(&(vals[i]))));
str += numout-1;
}
*str = '\0';
elog(NOTICE,"doubles:%s",output_str);
}
void printout_index(char *ix, int num_values, int stop)
{
(void) stop; /* avoid warning about unused parameter */
char *output_str = (char *)palloc(sizeof(char)*((num_values*7)+1));
char *str = output_str;
int numout;
elog(NOTICE,"num_values=%d",num_values);
for (int i=0; i<num_values; i++,ix+=int8compstoragesize(ix)) {
numout=snprintf(str,7,"%lld,",(long long int)compword_to_int8(ix));
str+=numout;
}
*str = '\0';
elog(NOTICE,"index:%s",output_str);
}
void printout_sdata(SparseData sdata, char *msg, int stop)
{
elog(NOTICE,"%s ==> unvct,tvct,ilen,dlen,datatype=%d,%d,%d,%d,%d",
msg,
sdata->unique_value_count,sdata->total_value_count,
sdata->index->len,sdata->vals->len,
sdata->type_of_data);
{
char *ix=sdata->index->data;
double *ar=(double *)(sdata->vals->data);
printout_double(ar,sdata->unique_value_count,0);
printout_index(ix,sdata->unique_value_count,0);
}
if (stop)
ereport(ERROR,
(errcode(ERRCODE_INVALID_PARAMETER_VALUE),
errmsg("LAL STOP")));
}
/*------------------------------------------------------------------------------
* Multiplication, Addition, Division by scalars
*------------------------------------------------------------------------------
*/
#define typref(type,ptr) (*((type *)(ptr)))
#define valref(type,val,i) (((type *)(val)->vals->data)[(i)])
#define valsquare(val) (val*val)
#define valcube(val) (val*valsquare(val))
#define valquad(val) (valsquare(valsquare(val)))
#define apply_const_to_sdata(sdata,i,op,scalar) \
switch ((sdata)->type_of_data) \
{ \
case FLOAT4OID: \
valref(float,sdata,i) op typref(float,scalar); \
break; \
case FLOAT8OID: \
valref(float8,sdata,i) op typref(float8,scalar); \
break; \
case CHAROID: \
valref(char,sdata,i) op typref(char,scalar); \
break; \
case INT2OID: \
valref(int16,sdata,i) op typref(int16,scalar); \
break; \
case INT4OID: \
valref(int32,sdata,i) op typref(int32,scalar); \
break; \
case INT8OID: \
valref(int64,sdata,i) op typref(int64,scalar); \
break; \
}
#define apply_scalar_left_to_sdata(sdata,i,op,scalar) \
switch ((sdata)->type_of_data) \
{ \
case FLOAT4OID: \
valref(float,sdata,i) = \
typref(float,scalar) op valref(float,sdata,i); \
break; \
case FLOAT8OID: \
valref(float8,sdata,i) = \
typref(float8,scalar) op valref(float8,sdata,i); \
break; \
case CHAROID: \
valref(char,sdata,i) = \
typref(char,scalar) op valref(char,sdata,i); \
break; \
case INT2OID: \
valref(int16,sdata,i) = \
typref(int16,scalar) op valref(int16_t,sdata,i); \
break; \
case INT4OID: \
valref(int32,sdata,i) = \
typref(int32,scalar) op valref(int32_t,sdata,i); \
break; \
case INT8OID: \
valref(int64,sdata,i) = \
typref(int64,scalar) op valref(int64,sdata,i); \
break; \
}
#define accum_sdata_result(result,left,i,op,right,j) \
switch ((left)->type_of_data) \
{ \
case FLOAT4OID: \
typref(float,result) = \
valref(float,left,i) op \
valref(float,right,j); \
break; \
case FLOAT8OID: \
typref(float8,result) = \
valref(float8,left,i) op \
valref(float8,right,j); \
break; \
case CHAROID: \
typref(char,result) = \
valref(char,left,i) op \
valref(char,right,j); \
break; \
case INT2OID: \
typref(int16,result) = \
valref(int16,left,i) op \
valref(int16,right,j); \
break; \
case INT4OID: \
typref(int32,result) = \
valref(int32,left,i) op \
valref(int32,right,j); \
break; \
case INT8OID: \
typref(int64,result) = \
valref(int64,left,i) op \
valref(int64,right,j); \
break; \
}
#define apply_function_sdata_scalar(result,func,left,i,scalar) \
switch ((left)->type_of_data) \
{ \
case FLOAT4OID: \
valref(float,result,i) =\
(float) func(valref(float,left,i),typref(float,scalar)); \
break; \
case FLOAT8OID: \
valref(float8,result,i) =\
func(valref(float8,left,i),typref(float8,scalar)); \
break; \
case CHAROID: \
valref(char,result,i) =\
(char) func(valref(char,left,i),typref(char,scalar)); \
break; \
case INT2OID: \
valref(int16,result,i) =\
(int16) func(valref(int16,left,i),typref(int16,scalar)); \
break; \
case INT4OID: \
valref(int32,result,i) =\
(int32) func(valref(int32,left,i),typref(int32,scalar)); \
break; \
case INT8OID: \
valref(int64,result,i) =\
(int64) func(valref(int64,left,i),typref(int64,scalar)); \
break; \
}
#define apply_square_sdata(result,left,i) \
switch ((left)->type_of_data) \
{ \
case FLOAT4OID: \
valref(float,result,i) = \
valsquare(valref(float,left,i)); \
break; \
case FLOAT8OID: \
valref(float8,result,i) = \
valsquare(valref(float8,left,i));\
break; \
case CHAROID: \
valref(char,result,i) = \
valsquare(valref(char,left,i));\
break; \
case INT2OID: \
valref(int16_t,result,i) = \
valsquare(valref(int16_t,left,i));\
break; \
case INT4OID: \
valref(int32_t,result,i) = \
valsquare(valref(int32_t,left,i));\
break; \
case INT8OID: \
valref(int64,result,i) = \
valsquare(valref(int64,left,i));\
break; \
}
#define apply_cube_sdata(result,left,i) \
switch ((left)->type_of_data) \
{ \
case FLOAT4OID: \
valref(float,result,i) = \
valcube(valref(float,left,i)); \
break; \
case FLOAT8OID: \
valref(float8,result,i) = \
valcube(valref(float8,left,i));\
break; \
case CHAROID: \
valref(char,result,i) = \
valcube(valref(char,left,i));\
break; \
case INT2OID: \
valref(int16_t,result,i) = \
valcube(valref(int16_t,left,i));\
break; \
case INT4OID: \
valref(int32_t,result,i) = \
valcube(valref(int32_t,left,i));\
break; \
case INT8OID: \
valref(int64,result,i) = \
valcube(valref(int64,left,i));\
break; \
}
#define apply_quad_sdata(result,left,i) \
switch ((left)->type_of_data) \
{ \
case FLOAT4OID: \
valref(float,result,i) = \
valquad(valref(float,left,i)); \
break; \
case FLOAT8OID: \
valref(float8,result,i) = \
valquad(valref(float8,left,i));\
break; \
case CHAROID: \
valref(char,result,i) = \
valquad(valref(char,left,i));\
break; \
case INT2OID: \
valref(int16_t,result,i) = \
valquad(valref(int16_t,left,i));\
break; \
case INT4OID: \
valref(int32_t,result,i) = \
valquad(valref(int32_t,left,i));\
break; \
case INT8OID: \
valref(int64,result,i) = \
valquad(valref(int64,left,i));\
break; \
}
/* Checks that two SparseData have the same dimension
*/
void
check_sdata_dimensions(SparseData left, SparseData right)
{
if (left->total_value_count != right->total_value_count)
{
ereport(ERROR,
(errcode(ERRCODE_INVALID_PARAMETER_VALUE),
errmsg("dimensions of vectors must be the same")));
}
}
/* Do one of subtract, add, multiply, or divide depending on
* the value of operation.
*/
void op_sdata_by_scalar_inplace(enum operation_t operation,
char *scalar, SparseData sdata, bool scalar_is_right)
{
if (scalar_is_right) //scalar is on the right
{
for(int i=0; i<sdata->unique_value_count; i++)
{
switch(operation)
{
case subtract:
apply_const_to_sdata(sdata,i,-=,scalar)
break;
case add:
apply_const_to_sdata(sdata,i,+=,scalar)
break;
case multiply:
apply_const_to_sdata(sdata,i,*=,scalar)
break;
case divide:
apply_const_to_sdata(sdata,i,/=,scalar)
break;
}
}
} else { //scalar is on the left
for(int i=0; i<sdata->unique_value_count; i++)
{
switch(operation)
{
case subtract:
apply_scalar_left_to_sdata(sdata,i,-,scalar)
break;
case add:
apply_scalar_left_to_sdata(sdata,i,+,scalar)
break;
case multiply:
apply_scalar_left_to_sdata(sdata,i,*,scalar)
break;
case divide:
apply_scalar_left_to_sdata(sdata,i,/,scalar)
break;
}
}
}
}
SparseData op_sdata_by_scalar_copy(enum operation_t operation,
char *scalar, SparseData source_sdata, bool scalar_is_right)
{
SparseData sdata = makeSparseDataCopy(source_sdata);
op_sdata_by_scalar_inplace(operation,scalar,sdata,scalar_is_right);
return sdata;
}
/* Exponentiates an sdata left argument with a right scalar
*/
SparseData pow_sdata_by_scalar(SparseData sdata,
char *scalar)
{
SparseData result = makeSparseDataCopy(sdata);
for(int i=0; i<sdata->unique_value_count; i++)
apply_function_sdata_scalar(result,pow,sdata,i,scalar)
return(result);
}
SparseData square_sdata(SparseData sdata)
{
SparseData result = makeSparseDataCopy(sdata);
for(int i=0; i<sdata->unique_value_count; i++)
apply_square_sdata(result,sdata,i)
return(result);
}
SparseData cube_sdata(SparseData sdata)
{
SparseData result = makeSparseDataCopy(sdata);
for(int i=0; i<sdata->unique_value_count; i++)
apply_cube_sdata(result,sdata,i)
return(result);
}
SparseData quad_sdata(SparseData sdata)
{
SparseData result = makeSparseDataCopy(sdata);
for(int i=0; i<sdata->unique_value_count; i++)
apply_quad_sdata(result,sdata,i)
return(result);
}
/* Compare two SparseData.
* We can't assume that two SparseData are in canonical form.
*
* The algorithm is simple: we traverse the left SparseData element by
* element, and for each such element x, we traverse all the elements of
* the right SparseData that overlaps with x and check that they are equal.
*
* Note: This function only works on SparseData of float8s at present.
*/
int sparsedata_cmp(SparseData left, SparseData right)
{
char * ix = left->index->data;
double * vals = (double *)left->vals->data;
char * rix = right->index->data;
double * rvals = (double *)right->vals->data;
int read = 0, rread = 0;
int rvid = 0;
int rrun_length, i;
for (i=0; i<left->unique_value_count; i++,ix+=int8compstoragesize(ix)) {
read += compword_to_int8(ix);
while (true) {
/*
* Note: IEEE754 specifies that NaN should not compare equal to
* any other floating-point value (including NaN). In order to
* allow floating-point values to be sorted and used in tree-based
* indexes, PostgreSQL treats NaN values as equal, and greater
* than all non-NaN values. NULLs are represented as NVPs here.
*
* NULL (NVP) > NaN > INF
*/
if (!IS_NVP(vals[i]) || !IS_NVP(rvals[rvid])) {
if (IS_NVP(vals[i])) { return 1; }
else if (IS_NVP(rvals[rvid])) { return -1; }
else if (!isnan(vals[i]) || !isnan(rvals[rvid])) {
if (isnan(vals[i])) { return 1; }
else if (isnan(rvals[rvid])) { return -1; }
else if (vals[i] > rvals[rvid]) { return 1; }
else if (vals[i] < rvals[rvid]) { return -1; }
}
// else NaN == NaN is true
}
// else NVP == NVP is true
/*
* We never move the right element pointer beyond
* the current left element
*/
rrun_length = compword_to_int8(rix);
if (rread + rrun_length > read) break;
/*
* Increase counters if there are more elements in
* the right SparseData that overlaps with current
* left element
*/
rread += rrun_length;
if (rvid < right->unique_value_count) {
rix += int8compstoragesize(rix);
rvid++;
}
if (rvid == right->unique_value_count) {
Assert(left->total_value_count >= right->total_value_count);
if (left->total_value_count == right->total_value_count) {
Assert(rread == read);
return 0;
} else { return 1; }
}
if (rread == read) break;
}
}
return -1;
}
/* Compare two SparseData, and return true if the left one is less.
* We can't assume that two SparseData are in canonical form.
*
* The algorithm is simple: we traverse the left SparseData element by
* element, and for each such element x, we traverse all the elements of
* the right SparseData that overlaps with x and check that they are equal.
*
* Note: This function only works on SparseData of float8s at present.
*/
bool sparsedata_lt(SparseData left, SparseData right)
{
char * ix = left->index->data;
double * vals = (double *)left->vals->data;
char * rix = right->index->data;
double * rvals = (double *)right->vals->data;
int read = 0, rread = 0;
int rvid = 0;
int rrun_length, i;
for (i=0; i<left->unique_value_count; i++,ix+=int8compstoragesize(ix)) {
read += compword_to_int8(ix);
while (true) {
/*
* Note: IEEE754 specifies that NaN should not compare equal to
* any other floating-point value (including NaN). In order to
* allow floating-point values to be sorted and used in tree-based
* indexes, PostgreSQL treats NaN values as equal, and greater
* than all non-NaN values. NULLs are represented as NVPs here.
*
* NULL (NVP) > NaN > INF
*/
if (!IS_NVP(vals[i]) || !IS_NVP(rvals[rvid])) {
if (IS_NVP(vals[i])) { return false; }
else if (IS_NVP(rvals[rvid])) { return true; }
else if (!isnan(vals[i]) || !isnan(rvals[rvid])) {
if (isnan(vals[i])) { return false; }
else if (isnan(rvals[rvid])) { return true; }
else if (vals[i] > rvals[rvid]) { return false; }
else if (vals[i] < rvals[rvid]) { return true; }
}
// else NaN == NaN is true
}
// else NVP == NVP is true
/*
* We never move the right element pointer beyond
* the current left element
*/
rrun_length = compword_to_int8(rix);
if (rread + rrun_length > read) break;
/*
* Increase counters if there are more elements in
* the right SparseData that overlaps with current
* left element
*/
rread += rrun_length;
if (rvid < right->unique_value_count) {
rix += int8compstoragesize(rix);
rvid++;
}
if (rvid == right->unique_value_count) {
Assert(left->total_value_count >= right->total_value_count);
if (left->total_value_count == right->total_value_count) {
Assert(rread == read);
return false;
} else { return false; }
}
if (rread == read) break;
}
}
return true;
}
/* Compare two SparseData, and return true if the left one is greater.
* We can't assume that two SparseData are in canonical form.
*
* The algorithm is simple: we traverse the left SparseData element by
* element, and for each such element x, we traverse all the elements of
* the right SparseData that overlaps with x and check that they are equal.
*
* Note: This function only works on SparseData of float8s at present.
*/
bool sparsedata_gt(SparseData left, SparseData right)
{
char * ix = left->index->data;
double * vals = (double *)left->vals->data;
char * rix = right->index->data;
double * rvals = (double *)right->vals->data;
int read = 0, rread = 0;
int rvid = 0;
int rrun_length, i;
for (i=0; i<left->unique_value_count; i++,ix+=int8compstoragesize(ix)) {
read += compword_to_int8(ix);
while (true) {
/*
* Note: IEEE754 specifies that NaN should not compare equal to
* any other floating-point value (including NaN). In order to
* allow floating-point values to be sorted and used in tree-based
* indexes, PostgreSQL treats NaN values as equal, and greater
* than all non-NaN values. NULLs are represented as NVPs here.
*
* NULL (NVP) > NaN > INF
*/
if (!IS_NVP(vals[i]) || !IS_NVP(rvals[rvid])) {
if (IS_NVP(vals[i])) { return true; }
else if (IS_NVP(rvals[rvid])) { return false; }
else if (!isnan(vals[i]) || !isnan(rvals[rvid])) {
if (isnan(vals[i])) { return true; }
else if (isnan(rvals[rvid])) { return false; }
else if (vals[i] > rvals[rvid]) { return true; }
else if (vals[i] < rvals[rvid]) { return false; }
}
// else NaN == NaN is true
}
// else NVP == NVP is true
/*
* We never move the right element pointer beyond
* the current left element
*/
rrun_length = compword_to_int8(rix);
if (rread + rrun_length > read) break;
/*
* Increase counters if there are more elements in
* the right SparseData that overlaps with current
* left element
*/
rread += rrun_length;
if (rvid < right->unique_value_count) {
rix += int8compstoragesize(rix);
rvid++;
}
if (rvid == right->unique_value_count) {
Assert(left->total_value_count >= right->total_value_count);
if (left->total_value_count == right->total_value_count) {
Assert(rread == read);
return false;
} else { return true; }
}
if (rread == read) break;
}
}
return false;
}
/* Checks the equality of two SparseData. We can't assume that two
* SparseData are in canonical form.
*
* The algorithm is simple: we traverse the left SparseData element by
* element, and for each such element x, we traverse all the elements of
* the right SparseData that overlaps with x and check that they are equal.
*
* Note: This function only works on SparseData of float8s at present.
*/
bool sparsedata_eq(SparseData left, SparseData right)
{
if (left->total_value_count != right->total_value_count)
return false;
char * ix = left->index->data;
double * vals = (double *)left->vals->data;
char * rix = right->index->data;
double * rvals = (double *)right->vals->data;
int read = 0, rread = 0;
int rvid = 0;
int rrun_length, i;
for (i=0; i<left->unique_value_count; i++,ix+=int8compstoragesize(ix)) {
read += compword_to_int8(ix);
while (true) {
/*
* Note: IEEE754 specifies that NaN should not compare equal to
* any other floating-point value (including NaN). In order to
* allow floating-point values to be sorted and used in tree-based
* indexes, PostgreSQL treats NaN values as equal, and greater
* than all non-NaN values.
*
* We use memcmp to handle NULLs and NaNs properly.
*/
if (memcmp(&(vals[i]),&(rvals[rvid]),sizeof(float8))!=0)
return false;
/*
* We never move the right element pointer beyond
* the current left element
*/
rrun_length = compword_to_int8(rix);
if (rread + rrun_length > read) break;
/*
* Increase counters if there are more elements in
* the right SparseData that overlaps with current
* left element
*/
rread += rrun_length;
if (rvid < right->unique_value_count) {
rix += int8compstoragesize(rix);
rvid++;
}
if (rread == read) break;
}
}
Assert(rread == read);
return true;
}
/* Checks the equality of two SparseData. We can't assume that two
* SparseData are in canonical form.
*
* The algorithm is simple: we traverse the left SparseData element by
* element, and for each such element x, we traverse all the elements of
* the right SparseData that overlaps with x and check that they are equal.
*
* Unlike sparsedata_eq, this function assumes that any zero represents a
* missing data and hence still implies equality
*
* Note: This function only works on SparseData of float8s at present.
*/
bool sparsedata_eq_zero_is_equal(SparseData left, SparseData right)
{
char * ix = left->index->data;
double* vals = (double *)left->vals->data;
char * rix = right->index->data;
double* rvals = (double *)right->vals->data;
int read = 0, rread = 0;
int i=-1, j=-1, minimum = 0;
minimum = (left->total_value_count > right->total_value_count) ?
right->total_value_count : left->total_value_count;
for (;(read < minimum)||(rread < minimum);) {
if (read < rread) {
read += (int)compword_to_int8(ix);
ix +=int8compstoragesize(ix);
i++;
if ((memcmp(&(vals[i]),&(rvals[j]),sizeof(float8))!=0) &&
(vals[i]!=0.0)&&(rvals[j]!=0.0)) {
return false;
}
} else if (read > rread){
rread += (int)compword_to_int8(rix);
rix+=int8compstoragesize(rix);
j++;
if ((memcmp(&(vals[i]),&(rvals[j]),sizeof(float8))!=0) &&
(vals[i]!=0.0)&&(rvals[j]!=0.0)) {
return false;
}
} else {
read += (int)compword_to_int8(ix);
rread += (int)compword_to_int8(rix);
ix +=int8compstoragesize(ix);
rix+=int8compstoragesize(rix);
i++;
j++;
if ((memcmp(&(vals[i]),&(rvals[j]),sizeof(float8))!=0) &&
(vals[i]!=0.0)&&(rvals[j]!=0.0)) {
return false;
}
}
}
/*sprintf(result, "result after %d %f", j, rvals[j]);
ereport(NOTICE,
(errcode(ERRCODE_INVALID_PARAMETER_VALUE),
errmsg(result)));*/
return true;
}
/* Checks if one SparseData object contained in another
*
* First vector is said to contain second if all non-zero elements
* of the second data object equal those of the first one
*
* Note: This function only works on SparseData of float8s at present.
*/
bool sparsedata_contains(SparseData left, SparseData right)
{
char * ix = left->index->data;
double* vals = (double *)left->vals->data;
char * rix = right->index->data;
double* rvals = (double *)right->vals->data;
int read = 0, rread = 0;
int i=-1, j=-1, minimum = 0;
int lsize, rsize;
lsize = left->total_value_count;
rsize = right->total_value_count;
if((rsize > lsize)&&(rvals[right->unique_value_count-1]!=0.0)){
return false;
}
minimum = (lsize > rsize)?rsize:lsize;
for (;(read < minimum)||(rread < minimum);) {
if(read < rread){
read += (int)compword_to_int8(ix);
ix +=int8compstoragesize(ix);
i++;
if ((memcmp(&(vals[i]),&(rvals[j]),sizeof(float8))!=0)&&(rvals[j]!=0.0)){
return false;
}
}else if(read > rread){
rread += (int)compword_to_int8(rix);
rix+=int8compstoragesize(rix);
j++;
if ((memcmp(&(vals[i]),&(rvals[j]),sizeof(float8))!=0)&&(rvals[j]!=0.0)){
return false;
}
}else{
read += (int)compword_to_int8(ix);
rread += (int)compword_to_int8(rix);
ix +=int8compstoragesize(ix);
rix+=int8compstoragesize(rix);
i++;
j++;
if ((memcmp(&(vals[i]),&(rvals[j]),sizeof(float8))!=0)&&(rvals[j]!=0.0)){
return false;
}
}
}
return true;
}
static inline double id(double x) { return x; }
static inline double square(double x) { return x*x; }
static inline double myabs(double x) { return (x < 0) ? -(x) : x ; }
/* This function is introduced to capture a common routine for
* traversing a SparseData, transforming each element as we go along and
* summing up the transformed elements. The method is non-destructive to
* the input SparseData.
*/
double
accum_sdata_values_double(SparseData sdata, double (*func)(double))
{
double accum=0.;
char *ix = sdata->index->data;
double *vals = (double *)sdata->vals->data;
int64 run_length;
for (int i=0;i<sdata->unique_value_count;i++)
{
run_length = compword_to_int8(ix);
accum += func(vals[i])*run_length;
ix+=int8compstoragesize(ix);
}
return (accum);
}
/* Computes the running sum of the elements of a SparseData */
double sum_sdata_values_double(SparseData sdata) {
return accum_sdata_values_double(sdata, id);
}
/* Computes the l2 norm of a SparseData */
double l2norm_sdata_values_double(SparseData sdata) {