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* optimized ses and added des * added coefficient of variation * fix bug identified by @vlvkobal: use all available points when resampling is required and the timeframe is not enough for a single point
169 lines
No EOL
4.1 KiB
C
169 lines
No EOL
4.1 KiB
C
// SPDX-License-Identifier: GPL-3.0-or-later
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#include "stddev.h"
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// ----------------------------------------------------------------------------
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// stddev
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// this implementation comes from:
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// https://www.johndcook.com/blog/standard_deviation/
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struct grouping_stddev {
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long count;
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calculated_number m_oldM, m_newM, m_oldS, m_newS;
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};
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void *grouping_init_stddev(RRDR *r) {
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long entries = (r->group > r->group_points) ? r->group : r->group_points;
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if(entries < 0) entries = 0;
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return callocz(1, sizeof(struct grouping_stddev) + entries * sizeof(LONG_DOUBLE));
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}
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// resets when switches dimensions
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// so, clear everything to restart
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void grouping_reset_stddev(RRDR *r) {
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struct grouping_stddev *g = (struct grouping_stddev *)r->grouping_data;
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g->count = 0;
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}
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void grouping_free_stddev(RRDR *r) {
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freez(r->grouping_data);
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}
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void grouping_add_stddev(RRDR *r, calculated_number value) {
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struct grouping_stddev *g = (struct grouping_stddev *)r->grouping_data;
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if(isnormal(value)) {
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g->count++;
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// See Knuth TAOCP vol 2, 3rd edition, page 232
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if (g->count == 1) {
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g->m_oldM = g->m_newM = value;
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g->m_oldS = 0.0;
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}
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else {
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g->m_newM = g->m_oldM + (value - g->m_oldM) / g->count;
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g->m_newS = g->m_oldS + (value - g->m_oldM) * (value - g->m_newM);
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// set up for next iteration
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g->m_oldM = g->m_newM;
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g->m_oldS = g->m_newS;
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}
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}
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}
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static inline calculated_number mean(struct grouping_stddev *g) {
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return (g->count > 0) ? g->m_newM : 0.0;
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}
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static inline calculated_number variance(struct grouping_stddev *g) {
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return ( (g->count > 1) ? g->m_newS/(g->count - 1) : 0.0 );
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}
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static inline calculated_number stddev(struct grouping_stddev *g) {
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return sqrtl(variance(g));
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}
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calculated_number grouping_flush_stddev(RRDR *r, RRDR_VALUE_FLAGS *rrdr_value_options_ptr) {
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struct grouping_stddev *g = (struct grouping_stddev *)r->grouping_data;
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calculated_number value;
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if(unlikely(!g->count)) {
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value = 0.0;
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*rrdr_value_options_ptr |= RRDR_VALUE_EMPTY;
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}
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else {
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value = stddev(g);
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if(!isnormal(value)) {
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value = 0.0;
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*rrdr_value_options_ptr |= RRDR_VALUE_EMPTY;
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}
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}
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grouping_reset_stddev(r);
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return value;
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}
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// https://en.wikipedia.org/wiki/Coefficient_of_variation
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calculated_number grouping_flush_coefficient_of_variation(RRDR *r, RRDR_VALUE_FLAGS *rrdr_value_options_ptr) {
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struct grouping_stddev *g = (struct grouping_stddev *)r->grouping_data;
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calculated_number value;
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if(unlikely(!g->count)) {
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value = 0.0;
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*rrdr_value_options_ptr |= RRDR_VALUE_EMPTY;
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}
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else {
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calculated_number m = mean(g);
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value = 100.0 * stddev(g) / ((m < 0)? -m : m);
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if(!isnormal(value)) {
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value = 0.0;
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*rrdr_value_options_ptr |= RRDR_VALUE_EMPTY;
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}
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}
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grouping_reset_stddev(r);
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return value;
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}
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/*
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* Mean = average
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*
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calculated_number grouping_flush_mean(RRDR *r, RRDR_VALUE_FLAGS *rrdr_value_options_ptr) {
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struct grouping_stddev *g = (struct grouping_stddev *)r->grouping_data;
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calculated_number value;
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if(unlikely(!g->count)) {
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value = 0.0;
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*rrdr_value_options_ptr |= RRDR_VALUE_EMPTY;
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}
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else {
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value = mean(g);
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if(!isnormal(value)) {
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value = 0.0;
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*rrdr_value_options_ptr |= RRDR_VALUE_EMPTY;
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}
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}
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grouping_reset_stddev(r);
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return value;
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}
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*/
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/*
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* It is not advised to use this version of variance directly
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*
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calculated_number grouping_flush_variance(RRDR *r, RRDR_VALUE_FLAGS *rrdr_value_options_ptr) {
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struct grouping_stddev *g = (struct grouping_stddev *)r->grouping_data;
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calculated_number value;
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if(unlikely(!g->count)) {
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value = 0.0;
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*rrdr_value_options_ptr |= RRDR_VALUE_EMPTY;
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}
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else {
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value = variance(g);
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if(!isnormal(value)) {
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value = 0.0;
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*rrdr_value_options_ptr |= RRDR_VALUE_EMPTY;
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}
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}
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grouping_reset_stddev(r);
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return value;
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}
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*/ |