Entropy of the Canonical Occupancy (Macro) State in the Quantum Measurement Theory
The paper analyzes the probability distribution of the occupancy numbers and the entropy of a system at the equilibrium composed by an arbitrary number of non-interacting bosons.
Arnaldo Spalvieri
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Asymptotics of Entropy of the Dirichlet-Multinomial Distribution
Dirichlet distribution and multinomial distribution play important role in information theory and statistics. They find applications in estimation, average minimax redundancy in source coding, Polya urn model, and graph compression. Dirichlet-multinomial distribution is a multinomial distribution in which parameters are distributed according to the ...
Krzysztof Turowski +2 more
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Inference for the Multinomial Distribution
This morning, in our mathematical statistical class, we've seen briefly the multinomial distribution, and statistical inference. has a distribution if its probability function is with and .
Arthur Charpentier
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Multilevel Fixed and Sequential Acceptance Sampling: The R Package MFSAS
Multilevel acceptance sampling for attributes is used to decide whether a lot from an incoming shipment or outgoing production is accepted or rejected when the product has multiple levels of product quality or multiple types of (mutually exclusive ...
Aaron Childs, Yalin Chen
doaj
Exact Computation of Pearson Statistics Distribution and Some Experimental Results
A Markov chain based algorithms for exact and approximate computation of Pearson statistics distribution for multinomial scheme are described. Results of computational experiments reveal some new properties of the difference between this distribution and
Marina V. Filina, Andrew M. Zubkov
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Semiparametric Estimation and Inference in Multinomial Choice Models [PDF]
The purpose of this paper is to incorporate semiparametric alternatives to maximum likelihood estimation and inference in the context of unordered multinomial response data when in practice there is often insufficient information to specify the ...
Fahs, Rafic +2 more
core
A note on a variance bound for the multinomial and the negative multinomial distribution
We prove a Chernoff-type upper variance bound for the multinomial and the negative multinomial distribution. An application is also given.
Papathanasiou, V., Afendras, G.
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SOCIOECONOMIC INFLUENCES ON LAND USE CHOICE AT WATERSHED LEVEL: A MULTINOMIAL LOGIT ANALYSIS OF LAND USE DISTRIBUTION IN WEST GEORGIA [PDF]
Allocation of fixed proportion of land to developed, forest, agricultural and other land uses in a watershed was modeled as an optimization problem faced by a single user.
Hatch, L. Upton +2 more
core
Comparative poisson clinical trials of multiple experimental treatments vs a single control using the negative multinomial distribution. [PDF]
Chiarappa JA, Hoover DR.
europepmc +1 more source
Pricing Mining Concessions Based on Combined Multinomial Pricing Model
A combined multinomial pricing model is proposed for pricing mining concession in which the annualized volatility of the price of mineral products follows a multinomial distribution.
Chang Xiao, Jinsheng Zhou
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