in Implementing get Max number in an array using CompareToAll methodolgy with the enhancement of not comparing each number to every other number, but comparing each number to only the numbers occurrin
I think开发者_开发技巧 NlogN and Nlog(N^2) are equivalent, and Nlog(logN) has a better RT than NlogN and Nlog(N^2).
I am having trouble figuring out how to prove that t(n) = sqrt(31n + 12n log n + 57) is O(sqrt(n) log n)
I have 2 algorithms to do something (eg search a list) one has linear complexity and the other has log complexity (O(log n).If I am comparing operation on 100 and 1000 units, do I say the linear algor
I\'m wondering if there\'s a way to combine two concepts: LFSRs, and Barrel Shifters I\'m looking for a way to, in O(1) time, shift an LFSR loop a given number of shifts.
How开发者_JAVA技巧 can I prove that n! = O(n^n)?I assume that you want to prove that the function n! is an element of the set O(n^n). This can be proven quite easily:
I would just like to prove the following: Show that 1^k + 2^k+...+n^k is O(n开发者_JS百科^(k+1)) for every positive integer k
Is there any practical开发者_StackOverflow社区 algorithm for generic elements (unlike counting sort or bucket sort) that runs faster than O(n log n)?Many people have mentioned the information-theoreti
I just read this other question about the complexity of next_permutation and while I\'m satisfied with the response (O(n)), it seems like开发者_JS百科 the algorithm might have a nice amortized analysi
i have a algorithm that opens a textfile, reads between 5 and 20 words, store them into an array and closes the textfile again.
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