A RECORD OF SOME KITE EXPERIMENTS

Observance: A Record of Experiments

Thesis writing on the work of Olivia Mosley, Bachelor of Fine Arts candidate in Printmaking at Washington University in St. Louis. Engaging with a diverse history of photography and observation through the theoretical writings of Barthes, Berger, Didi-Huberman and others, Mosley conducts a series of visual experiments as part of her art practice in an attempt to expand her visual knowledge. Exp...

Some gregarious kite decompositions of complete equipartite graphs

A k-cycle decomposition of a multipartite graph G is said to be gregarious if each k-cycle in the decomposition intersects k distinct partite sets of G. In this paper we prove necessary and sufficient conditions for the existence of such a decomposition in the case where G is the complete equipartite graph, having n parts of size m, and either n ≡ 0, 1 (mod k), or k is odd and m ≡ 0 (mod k). As...

Some statistical inferences on the upper record of Lomax distribution

In this paper, we investigate some inferential properties of the upper record Lomax distribution. Also, we will estimate the upper record of the Lomax distribution parameters using methods, Moment (MME), Maximum Likelihood (MLE), Kullback-Leibler Divergence of the Survival function (DLS) and Baysian. Finally, we will compare these methods using the Monte Carlo simulation.

Entropy Properties of Certain Record Statistics and Some Characterization Results

In this paper, the largest and the smallest observations are considered, at the time when a new record of either kind (upper or lower) occurs based on a sequence of independent random variables with identical continuous distributions. We prove that sequences of the residual or past entropy of the current records characterizes F in the family of continuous distributions. The exponential and the ...

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