====== Temporal indexes (again) ====== [[http://vlado.fmf.uni-lj.si/vlado/papers/SemiRingSNA.pdf|About semirings]] [[tq:time:3cnt|Counting triangles]] >>> ================================ RESTART ================================ >>> Matrix G ( 1 , 2 ) = [(1, 9, 1)] ( 2 , 4 ) = [(1, 9, 1)] ( 3 , 2 ) = [(1, 9, 1)] ( 4 , 5 ) = [(1, 9, 1)] ( 4 , 6 ) = [(1, 9, 1)] ( 5 , 6 ) = [(1, 9, 1)] ( 5 , 7 ) = [(1, 5, 1)] ( 7 , 8 ) = [(1, 9, 1)] ( 7 , 9 ) = [(1, 9, 1)] ( 7 , 10 ) = [(1, 9, 1)] ( 7 , 11 ) = [(1, 9, 1)] ( 8 , 9 ) = [(1, 9, 1)] ( 8 , 10 ) = [(1, 9, 1)] ( 8 , 11 ) = [(1, 9, 1)] ( 9 , 10 ) = [(1, 9, 1)] ( 9 , 11 ) = [(1, 9, 1)] ( 10 , 11 ) = [(1, 9, 1)] Matrix H ( 1 , 2 ) = [(1, 9, 1)] ( 2 , 1 ) = [(1, 9, 1)] ( 2 , 3 ) = [(1, 9, 1)] ( 2 , 4 ) = [(1, 9, 1)] ( 3 , 2 ) = [(1, 9, 1)] ( 4 , 2 ) = [(1, 9, 1)] ( 4 , 5 ) = [(1, 9, 1)] ( 4 , 6 ) = [(1, 9, 1)] ( 5 , 4 ) = [(1, 9, 1)] ( 5 , 6 ) = [(1, 9, 1)] ( 5 , 7 ) = [(1, 5, 1)] ( 6 , 4 ) = [(1, 9, 1)] ( 6 , 5 ) = [(1, 9, 1)] ( 7 , 5 ) = [(1, 5, 1)] ( 7 , 8 ) = [(1, 9, 1)] ( 7 , 9 ) = [(1, 9, 1)] ( 7 , 10 ) = [(1, 9, 1)] ( 7 , 11 ) = [(1, 9, 1)] ( 8 , 7 ) = [(1, 9, 1)] ( 8 , 9 ) = [(1, 9, 1)] ( 8 , 10 ) = [(1, 9, 1)] ( 8 , 11 ) = [(1, 9, 1)] ( 9 , 7 ) = [(1, 9, 1)] ( 9 , 8 ) = [(1, 9, 1)] ( 9 , 10 ) = [(1, 9, 1)] ( 9 , 11 ) = [(1, 9, 1)] ( 10 , 7 ) = [(1, 9, 1)] ( 10 , 8 ) = [(1, 9, 1)] ( 10 , 9 ) = [(1, 9, 1)] ( 10 , 11 ) = [(1, 9, 1)] ( 11 , 7 ) = [(1, 9, 1)] ( 11 , 8 ) = [(1, 9, 1)] ( 11 , 9 ) = [(1, 9, 1)] ( 11 , 10 ) = [(1, 9, 1)] degrees 1 : [(1, 9, 1)] 2 : [(1, 9, 3)] 3 : [(1, 9, 1)] 4 : [(1, 9, 3)] 5 : [(1, 5, 3), (5, 9, 2)] 6 : [(1, 9, 2)] 7 : [(1, 5, 5), (5, 9, 4)] 8 : [(1, 9, 4)] 9 : [(1, 9, 4)] 10 : [(1, 9, 4)] 11 : [(1, 9, 4)] vector -1 1 : [(1, 9, -1)] 2 : [(1, 9, -1)] 3 : [(1, 9, -1)] 4 : [(1, 9, -1)] 5 : [(1, 9, -1)] 6 : [(1, 9, -1)] 7 : [(1, 9, -1)] 8 : [(1, 9, -1)] 9 : [(1, 9, -1)] 10 : [(1, 9, -1)] 11 : [(1, 9, -1)] degrees-1 1 : [(1, 9, 0)] 2 : [(1, 9, 2)] 3 : [(1, 9, 0)] 4 : [(1, 9, 2)] 5 : [(1, 5, 2), (5, 9, 1)] 6 : [(1, 9, 1)] 7 : [(1, 5, 4), (5, 9, 3)] 8 : [(1, 9, 3)] 9 : [(1, 9, 3)] 10 : [(1, 9, 3)] 11 : [(1, 9, 3)] Factor 1 : [(1, 9, 0)] 2 : [(1, 9, 6)] 3 : [(1, 9, 0)] 4 : [(1, 9, 6)] 5 : [(1, 5, 6), (5, 9, 2)] 6 : [(1, 9, 2)] 7 : [(1, 5, 20), (5, 9, 12)] 8 : [(1, 9, 12)] 9 : [(1, 9, 12)] 10 : [(1, 9, 12)] 11 : [(1, 9, 12)] Invert 1 : [(1, 9, 0)] 2 : [(1, 9, 0.16666666666666666)] 3 : [(1, 9, 0)] 4 : [(1, 9, 0.16666666666666666)] 5 : [(1, 5, 0.16666666666666666), (5, 9, 0.5)] 6 : [(1, 9, 0.5)] 7 : [(1, 5, 0.05), (5, 9, 0.08333333333333333)] 8 : [(1, 9, 0.08333333333333333)] 9 : [(1, 9, 0.08333333333333333)] 10 : [(1, 9, 0.08333333333333333)] 11 : [(1, 9, 0.08333333333333333)] triangles 1 : [] 2 : [] 3 : [] 4 : [(1, 9, 2)] 5 : [(1, 9, 2)] 6 : [(1, 9, 2)] 7 : [(1, 9, 12)] 8 : [(1, 9, 12)] 9 : [(1, 9, 12)] 10 : [(1, 9, 12)] 11 : [(1, 9, 12)] -------------------------------------------------- Clustering coefficient 1 : [] 2 : [] 3 : [] 4 : [(1, 9, 0.3333333333333333)] 5 : [(1, 5, 0.3333333333333333), (5, 9, 1.0)] 6 : [(1, 9, 1.0)] 7 : [(1, 5, 0.6000000000000001), (5, 9, 1.0)] 8 : [(1, 9, 1.0)] 9 : [(1, 9, 1.0)] 10 : [(1, 9, 1.0)] 11 : [(1, 9, 1.0)] -------------------------------------------------- degrees 1 : [(1, 9, 1)] 2 : [(1, 9, 3)] 3 : [(1, 9, 1)] 4 : [(1, 9, 3)] 5 : [(1, 5, 3), (5, 9, 2)] 6 : [(1, 9, 2)] 7 : [(1, 5, 5), (5, 9, 4)] 8 : [(1, 9, 4)] 9 : [(1, 9, 4)] 10 : [(1, 9, 4)] 11 : [(1, 9, 4)] semiring = maxmin add = max mult = min sZero = -inf sOne = inf sN = [] sE = [(1, inf, inf)] rPF = 2 delta = [(1, 5, 5), (5, 9, 4)] semiring = combinatorial add = add mult = mul sZero = 0 sOne = 1 sN = [] sE = [(1, inf, 1)] rPF = 2 -------------------------------------------------- Clustering coefficient 1 : [] 2 : [] 3 : [] 4 : [(1, 5, 0.2), (5, 9, 0.25)] 5 : [(1, 5, 0.2), (5, 9, 0.5)] 6 : [(1, 5, 0.4), (5, 9, 0.5)] 7 : [(1, 5, 0.6000000000000001), (5, 9, 1.0)] 8 : [(1, 5, 0.8), (5, 9, 1.0)] 9 : [(1, 5, 0.8), (5, 9, 1.0)] 10 : [(1, 5, 0.8), (5, 9, 1.0)] 11 : [(1, 5, 0.8), (5, 9, 1.0)] -------------------------------------------------- Clustering coefficient 1 : [] 2 : [] 3 : [] 4 : [(1, 9, 0.2)] 5 : [(1, 5, 0.2), (5, 9, 0.4)] 6 : [(1, 9, 0.4)] 7 : [(1, 5, 0.6000000000000001), (5, 9, 0.8)] 8 : [(1, 9, 0.8)] 9 : [(1, 9, 0.8)] 10 : [(1, 9, 0.8)] 11 : [(1, 9, 0.8)] >>>