GATE CSE
First time here? Checkout the FAQ!
x
+2 votes
128 views
You are given two sorted lists of integers of size $m$ and $n$. Describe a divide and conquer algorithm for computing the $k$-th smallest element in the union of the two lists in time $O(\log m + \log n)$.
asked in Algorithms by Veteran (79.1k points)   | 128 views

Please log in or register to answer this question.

Related questions



Top Users Aug 2017
  1. ABKUNDAN

    4660 Points

  2. Bikram

    4366 Points

  3. akash.dinkar12

    3258 Points

  4. rahul sharma 5

    3042 Points

  5. manu00x

    2682 Points

  6. makhdoom ghaya

    2410 Points

  7. just_bhavana

    2100 Points

  8. Tesla!

    1918 Points

  9. stblue

    1682 Points

  10. joshi_nitish

    1608 Points


24,928 questions
32,024 answers
74,385 comments
30,113 users