A function being in O(f(x)) means the function grows no more than a (multiplicative) constant factor faster than f(x). So O(1) is a subset of O(n). O is analogous to <=. The semantics that GGP comment meant to convey…
This only applies to the "least elite" UC schools (Merced and Riverside, or perhaps just Merced at this point).
Does that include HTTP requests? :)
A function being in O(f(x)) means the function grows no more than a (multiplicative) constant factor faster than f(x). So O(1) is a subset of O(n). O is analogous to <=. The semantics that GGP comment meant to convey…
This only applies to the "least elite" UC schools (Merced and Riverside, or perhaps just Merced at this point).
Does that include HTTP requests? :)