We can extend our notation to the case of two parameters $n$ and $m$ that can go to infinity independently at different rates.For a given function $g(n,m)$, we denote by $O(g(n,m))$ the set of functions $O(g(n,m))$ $=$ {$f(n,m) :$ there exist positive constants $c,n_0,$ and ... $n \geq n_0$ or $m \geq m_0$ } Give corresponding definitions for $\Omega(g(n,m))$ and $\Theta(g(n,m))$.

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Apr 4, 2019
in Algorithms
akash.dinkar12
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