A Markov process of partitions of the natural numbers is constructed by defining a Pólya-like urn model. The marginal distributions of this process are the Ewens' sampling distributions of population genetics.Peer Reviewedhttp://deepblue.lib.umich.edu/bitstream/2027.42/46944/1/285_2004_Article_BF00275863.pd
Random partitions, cycle, population genetics, permutations, law of large numbers, probabilistic num...
We consider a general two-color urn model characterized by a 2x2 matrix of integerswithout constrain...
Abstract. Generalized Polya urn models can describe the dynamics of finite populations of interactin...
It has recently been shown that the Ewens sampling formula may be generated by a Polya-like urn mode...
The behaviour of a Pólya-like urn which generates Ewens' sampling formula in population genetics is ...
Dirichlet distribution, gamma process We study partition distributions in a population genetics mode...
Ewens' sampling formula, the probability distribution of a configuration of alleles in a sample of g...
A Polya-like urn arises in studying stationary distributions and stationary sampling distributions i...
The ideas from Probabilistic Number Theory are useful in the study of measures on partitions of inte...
AbstractA Polya-like urn arises in studying stationary distributions and stationary sampling distrib...
In problems of species counts, the interest is more on the number of different species and their rel...
The quest continues for cases of interest where the differential equations for the Pólya process are...
We present an urn model that is a variation of the classical occupancy model, and in which the balls...
Abstract. The Ewens sampling formula in population genetics can be viewed as a probability measure o...
This article is concerned with the Markov-Pólya distribution and its links with the Katz family of d...
Random partitions, cycle, population genetics, permutations, law of large numbers, probabilistic num...
We consider a general two-color urn model characterized by a 2x2 matrix of integerswithout constrain...
Abstract. Generalized Polya urn models can describe the dynamics of finite populations of interactin...
It has recently been shown that the Ewens sampling formula may be generated by a Polya-like urn mode...
The behaviour of a Pólya-like urn which generates Ewens' sampling formula in population genetics is ...
Dirichlet distribution, gamma process We study partition distributions in a population genetics mode...
Ewens' sampling formula, the probability distribution of a configuration of alleles in a sample of g...
A Polya-like urn arises in studying stationary distributions and stationary sampling distributions i...
The ideas from Probabilistic Number Theory are useful in the study of measures on partitions of inte...
AbstractA Polya-like urn arises in studying stationary distributions and stationary sampling distrib...
In problems of species counts, the interest is more on the number of different species and their rel...
The quest continues for cases of interest where the differential equations for the Pólya process are...
We present an urn model that is a variation of the classical occupancy model, and in which the balls...
Abstract. The Ewens sampling formula in population genetics can be viewed as a probability measure o...
This article is concerned with the Markov-Pólya distribution and its links with the Katz family of d...
Random partitions, cycle, population genetics, permutations, law of large numbers, probabilistic num...
We consider a general two-color urn model characterized by a 2x2 matrix of integerswithout constrain...
Abstract. Generalized Polya urn models can describe the dynamics of finite populations of interactin...
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