About 77,800 results
Open links in new tab
  1. What is an asymptotically tight upper bound?

    Dec 20, 2013 · From what I have learned asymptotically tight bound means that it is bound from above and below as in theta notation. But what does asymptotically tight upper bound mean …

  2. How do O and Ω relate to worst and best case?

    The key takeaway for me is that, we can do worst-, best- case analysis on anything of the asymptotic bounded functions. To me, that shows the independence of Big O vs. worst case …

  3. What is the difference between a tight Big $O$ bound, a tight Big ...

    Jan 25, 2018 · I occasionally see these terms used and I'm not really sure what is meant by all of them. Is it possible for an asymptotic bound that is not Big $\\Theta$ bound to be "tight"? What …

  4. When is a bound asymptotically tight? - Computer Science Stack …

    What does it mean that the bound $2n^2 = O(n^2)$ is asymptotically tight while $2n = O(n^2)$ is not? We use the o-notation to denote an upper bound that is not asymptotically tight. The …

  5. Calculator for time complexity of recursive functions

    Jan 30, 2021 · You can use my master theorem solver to get tight asymptotic bounds. Using your example:

  6. Explaining the relevance of asymptotic complexity of algorithms to ...

    In short asymptotic complexity is a relatively easy to compute approximation of actual complexity of algorithms for simple basic tasks (problems in a algorithms textbook). As we build more …

  7. Arrange in increasing order of asymptotic complexity

    Oct 6, 2020 · Arrange in increasing order of asymptotic complexity Ask Question Asked 5 years, 1 month ago Modified 5 years, 1 month ago

  8. What is the asymptotic runtime of this nested loop? [duplicate]

    What is the asymptotic runtime of this nested loop? [duplicate] Ask Question Asked 12 years, 1 month ago Modified 11 years, 7 months ago

  9. Which grows asymptotically faster, $\log \sqrt {n}$ or $4 \log n$?

    Mar 1, 2021 · The asymptotic growth of $4 \log n$ is referred to as $\Theta (\log n)$. You will have to look at the definition of asymptotic growth to see why that is the case, but intuitively, it is the …

  10. Big-O complexity of sqrt(n) - Computer Science Stack Exchange

    Sep 6, 2016 · It asks me to rank functions by asymptotic complexity and I want to understand how they should be reduced rather than just guessing. The question is to reduce this to big-O …