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Triumvirate C++ API 0.5.0
Three-point clustering measurements in large-scale structure analyses.
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Spherical order triplet \( (m_1, m_2, M) \). More...
#include <threept.hpp>
Public Member Functions | |
| SphericalOrderTriplet | operator+ (const SphericalOrderTriplet &other) |
| Return the sum with another spherical order triplet. | |
| bool | is_zeros () |
| Check if the spherical orders are all zeros. | |
| bool | is_inverse (const SphericalOrderTriplet &other) |
| Check if another triplet is the additive inverse. | |
Public Attributes | |
| int | m1 |
| int | m2 |
| int | M |
| spherical orders | |
Spherical order triplet \( (m_1, m_2, M) \).
Definition at line 64 of file threept.hpp.
| SphericalOrderTriplet trv::SphericalOrderTriplet::operator+ | ( | const SphericalOrderTriplet & | other | ) |
Return the sum with another spherical order triplet.
Definition at line 38 of file threept.cpp.
| bool trv::SphericalOrderTriplet::is_zeros | ( | ) |
Check if the spherical orders are all zeros.
Definition at line 47 of file threept.cpp.
Here is the caller graph for this function:| bool trv::SphericalOrderTriplet::is_inverse | ( | const SphericalOrderTriplet & | other | ) |
Check if another triplet is the additive inverse.
Definition at line 51 of file threept.cpp.
Here is the caller graph for this function:| int trv::SphericalOrderTriplet::m1 |
Definition at line 65 of file threept.hpp.
| int trv::SphericalOrderTriplet::m2 |
Definition at line 65 of file threept.hpp.
| int trv::SphericalOrderTriplet::M |
spherical orders
Definition at line 65 of file threept.hpp.