Class DiscreteProbabilityCollectionSampler<T>

java.lang.Object
org.apache.commons.rng.sampling.DiscreteProbabilityCollectionSampler<T>
Type Parameters:
T - Type of items in the collection.
All Implemented Interfaces:
ObjectSampler<T>, SharedStateObjectSampler<T>, SharedStateSampler<SharedStateObjectSampler<T>>

Sampling from a collection of items with user-defined probabilities. Note that if all unique items are assigned the same probability, it is much more efficient to use CollectionSampler.

Sampling uses UniformRandomProvider.nextDouble().

Since:
1.1
  • Constructor Details

    • DiscreteProbabilityCollectionSampler

      Creates a sampler.
      Parameters:
      rng - Generator of uniformly distributed random numbers.
      collection - Collection to be sampled, with the probabilities associated to each of its items. A (shallow) copy of the items will be stored in the created instance. The probabilities must be non-negative, but zero values are allowed and their sum does not have to equal one (input will be normalized to make the probabilities sum to one).
      Throws:
      IllegalArgumentException - if collection is empty, a probability is negative, infinite or NaN, or the sum of all probabilities is not strictly positive.
    • DiscreteProbabilityCollectionSampler

      public DiscreteProbabilityCollectionSampler(UniformRandomProvider rng, List<T> collection, double[] probabilities)
      Creates a sampler.
      Parameters:
      rng - Generator of uniformly distributed random numbers.
      collection - Collection to be sampled. A (shallow) copy of the items will be stored in the created instance.
      probabilities - Probability associated to each item of the collection. The probabilities must be non-negative, but zero values are allowed and their sum does not have to equal one (input will be normalized to make the probabilities sum to one).
      Throws:
      IllegalArgumentException - if collection is empty or a probability is negative, infinite or NaN, or if the number of items in the collection is not equal to the number of provided probabilities.
  • Method Details