what is the Big-o complexity of finding a Hamiltonian circuit in a given order Markov chain using DFS?
Big O notation gives the upper bound i.e. the worse case running time. For a Hamiltonian cycle it can be said to be O(n^n)
what is the Big-o complexity of finding a Hamiltonian circuit in a given order Markov chain using DFS?
What is the difference between O(n^2) and O(n.log(n))?
I was wondering if there are any general guidelines for when to use regex VS "string".contains("anotherString") and/or other String API calls? While above given decision for .contains() is trivial (...
I read in the specifications for graphs implemented with Adjacency List that adding edges is done in constant time. BUT that would require a node lookup with O(1). I would like best possible ...
You are given a BST of numbers. You have to find two numbers (a, b) in it such that a + b = S, in O(n) time and O(1) space. What could be the algorithm? One possible way could be two convert the BST ...
I have this question, and I don t know how to solve it, because I don t understand it. :( The question is: Programs A and B are analyzed and are found to have worst case running times no ...
If I have an algorithm which is comprised of (let s say) three sub-algorithms, all with different O() characteristics, e.g.: algorithm A: O(n) algorithm B: O(log(n)) algorithm C: O(n log(n)) How do ...
My program of sorting values clocks at: 100000 8s 1000000 82s 10000000 811s Is that O(n)?
