The Exponentiated Generalized Lindley Distribution
Journal Title: Asian Research Journal of Mathematics - Year 2017, Vol 5, Issue 3
Abstract
A new distribution called the exponentiated generalized Lindley is proposed and studied. This distribution includes as special cases the Lindley and exponentiated Lindley distributions. We study the main properties of this distribution, with special emphasis on its moments and some characteristics related to reliability studies. The estimation of the model parameters using the methods of moments and maximum likelihood is also discussed. The flexibility of this distribution is illustrated via an application to a real data set.
Authors and Affiliations
J. A. Rodrigues, A. C. Percontini, G. G. Hamedani
A Genetic Algorithm with Semi-Greedy Heuristic Construction Phase for Multiple Fuzzy k-cardinality Assignment Problem with HOWA Approach
The assignment problem is one of the well-known combinatorial optimization problems. It consists of nding a maximum or a minimum weight matching in a weighted bigraph. k-cardinality assignment problem is a special case...
Stability Analysis and Response Bounds of Gyroscopic Systems
In this work, we develop a stability theorem for determining the stability or otherwise of a gyroscopic system. A Lyapunov function is obtained by solving the arising Lyapunov matrix equation. The Lyapunov function is th...
Topologized Hamiltonian and Complete Graph
Topological graph theory deals with embedding the graphs in Surfaces, and the graphs considered as a topological spaces. The concept topology extended to the topologized graph by the S1 space and the boundary of every ve...
Dynamic Response of Non-prismatic Bernoulli Euler Beam with Exponentially Varying Thickness Resting on Variable Elastic Foundation
In this paper, the motion of a non-prismatic Bernoulli-Euler beam with exponentially varying thickness resting on variable elastic foundation and under the loads moving with constant velocity is analyzed. The governing e...
The General Subclasses of the Analytic Functions and Their Various Properties
The object of the present paper is to introduce and investigate two new general subclasses S* C(α, β; γ) and TS* C(α, β; γ) (α, β ∈ [0,1), γ ∈ [0, 1]) of the analytic functions. Here, we givesucient conditions as well as...