Big omega definition: $f(x)=\Omega(g(x))$ if $f(x) \ge c g(x)$
Is it correct to switch it around to proof:
$g(x) \le c f(x)$
I am afraid that moving the '$c$' to the other side may change the entire idea.
Thanks
Big omega definition: $f(x)=\Omega(g(x))$ if $f(x) \ge c g(x)$
Is it correct to switch it around to proof:
$g(x) \le c f(x)$
I am afraid that moving the '$c$' to the other side may change the entire idea.
Thanks