<P> The matrix M (\ displaystyle (\ mathcal (M))) is defined as </P> <Dl> <Dd> M i j = (1 / L (p j), if j links to i 0, otherwise (\ displaystyle (\ mathcal (M)) _ (ij) = (\ begin (cases) 1 / L (p_ (j)), & (\ mbox (if)) j (\ mbox (links to)) i \ \ \ 0, & (\ mbox (otherwise)) \ end (cases))) </Dd> </Dl> <Dd> M i j = (1 / L (p j), if j links to i 0, otherwise (\ displaystyle (\ mathcal (M)) _ (ij) = (\ begin (cases) 1 / L (p_ (j)), & (\ mbox (if)) j (\ mbox (links to)) i \ \ \ 0, & (\ mbox (otherwise)) \ end (cases))) </Dd> <Dl> <Dd> M: = (K − 1 A) T (\ displaystyle (\ mathcal (M)): = (K ^ (- 1) A) ^ (T)), </Dd> </Dl>

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