Beauty of R and Big-O
Big-O The purpose of this is not to provide yet another primer on the Big-O/$\Omega$/$\Theta$ notation but to share my enduring appreciation for working with R. I will introduce Big-O only briefly to provide context but I would refer all of those who are interested to the linked materials. What is Big-sth notation… When analysing functions, we may be interested in knowing how fast a function grows. For instance, for function \(T(n)=4n^2-2n+2\), after ignoring constants, we would say that \(T(n)\) grows at the order of \(n^2\)....