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\def\evenmark{\textit Electron. \textit J. \textit Math. \textit Phys. \textit Sci.}
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\noindent \textbf{TIME VARIABLE BAYESIAN SAMPLE TEST PLAN: A MATHEMATICAL
MODEL FOR A REAL TIME FAULT TOLERANT COMPUTER SIMULATION PLATFORM\bigskip }

\noindent Abraham F. Jalbout$^{1,2}$

\bigskip

\noindent 1 Department of Chemistry,University of New Orleans, New Orleans,
LA 70148-2820

\noindent 2 Department of Physics and Engineering, Dillard University, 2601
Gentilly Blvd., New Orleans, LA 70112

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\begin{inmargins}
\noindent
{\bf Abstract:} This paper is focused on thedevelopment of a
Bayesian sample test plan for an industrial setting. Insoftware engineering
the testing of real time (RT) or near real time (NRT)fault tolerant software
can be applied to almost any practical situation. The developmentof such
platform can lead to a ground braking industrial shift in
currentmethodology. The reason, being that the Bayesian class of methods
provide forquicker and more convergent methods of statistical analysis. A
completemathematical model for a new computational platform based on a
rigorousmathematical model is presented. \\

\noindent 
{\bf Keywords:} Bayesian,fraction defective, computer platform,
real time default system
\end{inmargins}

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