Hyperiso 1.0.3
Modular flavour-physics calculations, Wilson coefficients and statistical inference
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MarginalConfig.SplitGaussianMarginalConfig Class Reference

Public Member Functions

Any to_cpp (self)
 
"SplitGaussianMarginalConfig" from_cpp (cls, Any cpp)
 

Public Attributes

 mu
 
 sigma_p
 
 sigma_m
 

Static Public Attributes

float mu = 0.0
 
float sigma_p = 1.0
 
float sigma_m = 1.0
 

Detailed Description

Configuration for an asymmetric split-Gaussian marginal.

Args:
    mu: Central value or mode of the distribution.
    sigma_p: Right-side standard deviation, used for values above ``mu``.
    sigma_m: Left-side standard deviation, used for values below ``mu``.

Definition at line 87 of file MarginalConfig.py.

Member Function Documentation

◆ from_cpp()

"SplitGaussianMarginalConfig" MarginalConfig.SplitGaussianMarginalConfig.from_cpp (   cls,
Any  cpp 
)
Create a Python config from a bound C++ split-Gaussian config.

Definition at line 105 of file MarginalConfig.py.

◆ to_cpp()

Any MarginalConfig.SplitGaussianMarginalConfig.to_cpp (   self)
Build a bound C++ ``SplitGaussianMarginalCfg`` instance.

Definition at line 100 of file MarginalConfig.py.

Member Data Documentation

◆ mu [1/2]

float MarginalConfig.SplitGaussianMarginalConfig.mu = 0.0
static

Definition at line 96 of file MarginalConfig.py.

◆ mu [2/2]

MarginalConfig.SplitGaussianMarginalConfig.mu

Definition at line 102 of file MarginalConfig.py.

◆ sigma_m [1/2]

float MarginalConfig.SplitGaussianMarginalConfig.sigma_m = 1.0
static

Definition at line 98 of file MarginalConfig.py.

◆ sigma_m [2/2]

MarginalConfig.SplitGaussianMarginalConfig.sigma_m

Definition at line 102 of file MarginalConfig.py.

◆ sigma_p [1/2]

float MarginalConfig.SplitGaussianMarginalConfig.sigma_p = 1.0
static

Definition at line 97 of file MarginalConfig.py.

◆ sigma_p [2/2]

MarginalConfig.SplitGaussianMarginalConfig.sigma_p

Definition at line 102 of file MarginalConfig.py.


The documentation for this class was generated from the following file: