|
Scientific Research Journal |
|
Menu
|
|
Authors
Call for Papers Submit Research Paper Submission Guidelines Review Process Scirj Indexing APC Editors Editorial Board Publication Ethics Publications Research Journal Special Issue Thesis Monograph Resources RSS & Feeds Subscribe
Scirj, Volume XIII [2025]
December Issue November Issue October Issue September Issue August Issue July Issue June Issue May Issue April Issue March Issue February Issue January Issue |
Scirj Volume IX, Issue V, May 2021 Edition ISSN: 2201-2796 
RELIABILITY OF A SYSTEM OF THREE, FIRST ORDER ORDINARY DIFFERENTIAL EQUATION USING A SPARRE ANDERSEN PROCESS
USENI PAUL FATIYE, SUNDAY SHAMMAH KPANJA AND PATRICIA NOKDET PAUL Abstract: In this paper, we discussed the existence of one explicit solution and apply a numerical method to test the reliability of a system of three, first order ordinary differential equations dependent on the choice of distribution function p(x) The paper further shows how to determine the moments of the time to ruin in the Sparre Andersen risk model by evaluating and employing a function form for ϕ. The work also discovered that the second order integro-differential equation might not have an explicit solution for a given probability function p(x). Reference this Paper: RELIABILITY OF A SYSTEM OF THREE, FIRST ORDER ORDINARY DIFFERENTIAL EQUATION USING A SPARRE ANDERSEN PROCESS by USENI PAUL FATIYE, SUNDAY SHAMMAH KPANJA AND PATRICIA NOKDET PAUL published at: "Scientific Research Journal (Scirj), Volume IX, Issue V, May 2021 Edition, Page 54-60 ". Search Terms: Sparre Andersen Model; reliability; numerical method; explicit solution; and probability function; integro-differential equation, ordinary differential equation [Read Research Paper] [Full Screen] |
Archive