Suppose an algorithm $A$ which, given a graph $G$ on $n$ vertices (represented in, say, adjacency matrix form) and some parameter $C$, runs in time $T = O\bigl(n^2\cdot \sqrt{C}\bigr)$. Is the algorithm taking polynomial time or pseudo polynomial time?
Polynomial time for a graph algorithm
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asymptotics
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0C depends on$n$but I dont know how. – 2012-11-09