Model Construction

 Application tailoring maps a request digraph (a pipeline) onto a system digraph of streams and channels. The native models cannot be solved by a math program solver; the two must be integrated, so that all optimization opportunities identified in the previous section ( 6.2Optimization) are variables of a single integer program. We now present a five phase process that transforms the combination of request digraph $ G_{r}$ and system digraph $ G_{s}$ step-by-step into a linear (integer) form suitable for an external solver. Table 6.3Overview of Transformation Phases  summarizes the transformation process. Figure 6.3Consecutively Refined Model Stages  graphically depicts each stage; the labels are explained in the appropriate paragraphs. The process has an inverse - this is necessary to be able to transform the otherwise meaningless optimum of the canonical problem into a practical application configuration for Streamline.


Table 6.3: Overview of Transformation Phases 
\begin{table}\centering
\begin{tabular*}{\linewidth}{lll}
\toprule
Name & Pur...
...(choice) for different buffer types.\\
\bottomrule
\end{tabular*}
\end{table}


Figure 6.3: Consecutively Refined Model Stages 
\includegraphics[width=\linewidth]{figpriv/modelprocess.eps}



Subsections

willem 2010-02-03