Matrix geometric method: Difference between revisions

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use common name
Method description: indent key relationship
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\end{align}</math>
 
Observe that the relationship ''π''

::<submath>''i''</sub>&nbsp;\pi_i =&nbsp;''π''<sub>1</sub>&nbsp; \pi_1 R<sup>''^{i''&nbsp;&ndash;&nbsp;-1}</supmath>

holds where ''R'' is the Neut's rate matrix,<ref>{{cite doi|10.1080/15326349908807141}}</ref> which can be computed numerically. Using this we write
 
::<math>\begin{align}