openmc.stats.Mixture
- class openmc.stats.Mixture(probability: Sequence[float], distribution: Sequence[Univariate], bias: Sequence[float] | None = None)[source]
Probability distribution characterized by a mixture of random variables.
- Parameters:
probability (Iterable of Real) – Probability of selecting a particular distribution
distribution (Iterable of Univariate) – List of distributions with corresponding probabilities
bias (Iterable of Real, optional) – Probability of selecting a particular distribution under biased sampling
- Variables:
probability (Iterable of Real) – Probability of selecting a particular distribution
distribution (Iterable of Univariate) – List of distributions with corresponding probabilities
support (dict) – Dictionary containing discrete and continuous parts of the support
bias (numpy.ndarray or None) – Probability of selecting each distribution under biased sampling
- clip(tolerance: float = 1e-06, inplace: bool = False) Mixture[source]
Remove low-importance points / distributions
Like
Discrete.clip(), this method will remove low-importance points from discrete distributions contained within the mixture but it will also clip any distributions that have negligible contributions to the overall intensity.Added in version 0.14.0.
- evaluate(x)[source]
Evaluate the probability density at the provided value.
- Parameters:
- Returns:
Value of p(x)
- Return type:
- classmethod from_xml_element(elem: Element)[source]
Generate mixture distribution from an XML element
Added in version 0.13.0.
- Parameters:
elem (lxml.etree._Element) – XML element
- Returns:
Mixture distribution generated from XML element
- Return type:
- integral()[source]
Return integral of the distribution
Added in version 0.13.1.
- Returns:
Integral of the distribution
- Return type:
- mean() float[source]
Return mean of the mixture distribution
The mean is the weighted average of the means of the component distributions, weighted by probability * integral.
Added in version 0.15.3.
- Returns:
Mean of the mixture distribution
- Return type:
- sample(n_samples=1, seed=None)[source]
Sample the univariate distribution, handling biasing automatically.
- Parameters:
- Returns:
A tuple of (samples, weights)
- Return type:
- property support
Return the support of the probability distribution.