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zLmfmrjS@;Xh$ijse4JQH7+I3tGzOu077`=+X~IwxqloBJ5;vlVjvm};uw*DjlU+2y zFDXXi-$H}$f!ylC)-hHDZJImm#L9vjBTY$gIPPAVgY(EzG#R$V-8$h#zLX+x`tFLf zioYPDSuFZFgrP+WC8iQIhAXWd>_o!>X-Pgfl`d5m&Q>Tl(@`7?AFa4ohQo09#;Ih3 z&AWzAqI_BY<1NZh|^B>MPO13A66m07w8VuSR`~rMbb4ty3VnK4eCKV0ED({AEUVk58~WgFfOyKdmzIVA%~Bpb7Aun1jz|(Zg=L#RGjy z*2g%)fN}*HW;Wa4`~$KZWXK>>f*C$Nus`_45z!q*A3uf>0s`m&A0OTij^KTLIX{0L nge0ZoXg~kX#JgEy2>5u+YSUY6I7xwA5^OBDXyM;0z~lb_3(S>i diff --git a/references/pseudocode/pseudocode.tex b/references/pseudocode/pseudocode.tex index 7454412..0aab028 100644 --- a/references/pseudocode/pseudocode.tex +++ b/references/pseudocode/pseudocode.tex @@ -62,8 +62,8 @@ \begin{algorithmic}[1] \Function{preprocessGraph}{$M$, $A$, $\omega$, $\delta$} \State $G \gets \emptyset$ - \ForAll {rows $i$ of adjascency matrix $M$} - \ForAll {columns $j$ of adjascency matrix $M$} + \ForAll {rows $i$ of adjacency matrix $M$} + \ForAll {columns $j$ of adjacency matrix $M$} \If {$M_{ij} = 1$} \If {\Call{testHomogenity}{$A$, $\omega$, $\delta$, $\lbrace i , j\rbrace$}} \State $G \gets G \cup \lbrace \lbrace i, j\rbrace \rbrace$ @@ -96,6 +96,7 @@ \EndIf \EndFor \EndWhile + \State \Return $F$ \EndFunction \end{algorithmic} \end{algorithm*}