LSST Applications g1653933729+34a971ddd9,g1a997c3884+34a971ddd9,g2160c40384+da0d0eec6b,g28da252d5a+1236b942f7,g2bbee38e9b+e5a1bc5b38,g2bc492864f+e5a1bc5b38,g2ca4be77d2+192fe503f0,g2cdde0e794+704103fe75,g3156d2b45e+6e87dc994a,g347aa1857d+e5a1bc5b38,g35bb328faa+34a971ddd9,g3a166c0a6a+e5a1bc5b38,g3e281a1b8c+8ec26ec694,g4005a62e65+ba0306790b,g414038480c+9f5be647b3,g41af890bb2+c3a10c924f,g5065538af8+e7237db731,g5a0bb5165c+eae055db26,g717e5f8c0f+b65b5c3ae4,g80478fca09+4ce5a07937,g82479be7b0+08790af60f,g858d7b2824+b65b5c3ae4,g9125e01d80+34a971ddd9,ga5288a1d22+5df949a35e,gae0086650b+34a971ddd9,gb58c049af0+ace264a4f2,gbd397ab92a+2141afb137,gc28159a63d+e5a1bc5b38,gc805d3fbd4+b65b5c3ae4,gcf0d15dbbd+97632ccc20,gd6b7c0dfd1+de826e8718,gda6a2b7d83+97632ccc20,gdaeeff99f8+7774323b41,ge2409df99d+e6cadbf968,ge33fd446bb+b65b5c3ae4,ge79ae78c31+e5a1bc5b38,gf0baf85859+890af219f9,gf5289d68f6+a27069ed62,w.2024.37
LSST Data Management Base Package
Loading...
Searching...
No Matches
math.h
Go to the documentation of this file.
1#ifndef LSST_GAUSS2D_FIT_MATH_H
2#define LSST_GAUSS2D_FIT_MATH_H
3
4#include <cmath>
5
6namespace lsst::gauss2d::fit {
7
8const double LOG_1 = log(1);
9const double SQRT_2_PI = sqrt(2. * M_PI);
11
12template <typename T>
13T logit(T p) {
14 return log(p / (1 + p));
15}
16
17template <typename T>
18double logpdf_norm(T residual, T sigma) {
19 return LOG_1_M_LOG_SQRT_2_PI - log(sigma) - residual * residual / 2;
20}
21
22template <template <typename...> class Container, class Value>
23Value sum_iter(const Container<Value>& container) {
24 Value sum = 0;
25 for (const auto& value : container) sum += value;
26 return sum;
27}
28
29} // namespace lsst::gauss2d::fit
30
31#endif // LSST_GAUSS2D_FIT_MATH_H
afw::table::Key< double > sigma
#define M_PI
Definition ListMatch.cc:31
const double LOG_1
Definition math.h:8
const double SQRT_2_PI
Definition math.h:9
const double LOG_1_M_LOG_SQRT_2_PI
Definition math.h:10
double logpdf_norm(T residual, T sigma)
Definition math.h:18
Value sum_iter(const Container< Value > &container)
Definition math.h:23
T logit(T p)
Definition math.h:13