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Think about Loose Coupling

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Alright. What did big O teach you... did it tell you how fast something was going to run? no. Big O was a measure of asymptotic complexity... the entire theory of Big O was: for N data items, proportionally, how many steps M will I have to take. What it was designed to tell you was that: If an algorithm of Big O of N took 10 seconds to do 10 items, when we increased the number if items to 20, it would probably take somewhere near 20 seconds.

Comparing two algorithms that have a similar Big O, although it might seem like an intuitive thing to do, is really comparing apples and oranges. Remember, and this should be your mantra: "we are not comparing runtimes, but asymptotic complexity." Let us say that you have two algorithms with a same Big O, let us say of N, and data for them to utilize for size M. Let us say that algorithm 1 takes X time to accomplish it's task, and algorithm 2 takes Y time to accomplish it's task. All that Big O is telling you is that for M*2 datum, algorithm 1 will take X*2 and algorithm 2 will take Y*2! Their rate of CHANGE is what you are looking for (god, is that the 1st derivative?) not their actual values.

Eek... i think that's right... anyone wanna jump in on this one with me?

In reply to RE: Sorting a list of IP addresses (aka Why I hate Big O) by eduardo
in thread Sorting a list of IP addresses (aka Why I hate Big O) by jeffa

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