A characterization of the uniform distribution based on distributions of spacings is presented which extends the existing result in this direction. Also, a result on the distribution of spacings for distributions close to the uniform one is discussed
Motivated by some problems in genome assembling, we investigate properties of spacings from absolute...
AbstractOrderings (denoted ⪡) for probability distributions on the circle are introduced for which μ...
AbstractThis paper is devoted to tests for uniformity based on sum-functions of m-spacings, where m ...
A characterization of the uniform distribution based on distributions of spacings is presented which...
Characterizations of the uniform distribution based on identically distributed spacings are presente...
AbstractIn this paper a new variant of the Choquet–Deny theorem is obtained and used to prove a char...
AbstractWe prove that an absolutely continuous probability distribution with compact support is unif...
Many statistical problems can be reformulated in terms of tests of uniformity. Some strong laws of l...
The expected spacing, or average difference between consecutive order statistics, is known for unifo...
A random sample size version of the central limit theorem is obtained for a general class of symmetr...
[[abstract]]Consider the spacings between i.i.d. uniform observations in the interval (0,1). We deve...
AbstractLet N points be arbitrarily chosen on the circle with unit circumference, and order them clo...
In this paper we provide percentage points for Neyman's goodness-of-fit statistics of order two...
Statistics based on uniform spacings are often used in goodness‐of‐fit problems. In this paper speci...
The limiting distributions in two partition problems are derived in closed form and related to known...
Motivated by some problems in genome assembling, we investigate properties of spacings from absolute...
AbstractOrderings (denoted ⪡) for probability distributions on the circle are introduced for which μ...
AbstractThis paper is devoted to tests for uniformity based on sum-functions of m-spacings, where m ...
A characterization of the uniform distribution based on distributions of spacings is presented which...
Characterizations of the uniform distribution based on identically distributed spacings are presente...
AbstractIn this paper a new variant of the Choquet–Deny theorem is obtained and used to prove a char...
AbstractWe prove that an absolutely continuous probability distribution with compact support is unif...
Many statistical problems can be reformulated in terms of tests of uniformity. Some strong laws of l...
The expected spacing, or average difference between consecutive order statistics, is known for unifo...
A random sample size version of the central limit theorem is obtained for a general class of symmetr...
[[abstract]]Consider the spacings between i.i.d. uniform observations in the interval (0,1). We deve...
AbstractLet N points be arbitrarily chosen on the circle with unit circumference, and order them clo...
In this paper we provide percentage points for Neyman's goodness-of-fit statistics of order two...
Statistics based on uniform spacings are often used in goodness‐of‐fit problems. In this paper speci...
The limiting distributions in two partition problems are derived in closed form and related to known...
Motivated by some problems in genome assembling, we investigate properties of spacings from absolute...
AbstractOrderings (denoted ⪡) for probability distributions on the circle are introduced for which μ...
AbstractThis paper is devoted to tests for uniformity based on sum-functions of m-spacings, where m ...
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