Question d’entretien chez Google

Find max k elements among mostly sorted list.

Réponses aux questions d'entretien

Utilisateur anonyme

11 déc. 2013

Why would you sort the whole thing when you only need the top k? Any sort algorithm will take you at least nLog(n). But maybe, and probably, n>>k. You go over the original list O(n) and insert in a Heap, keeping only k elements. It's gonna be O(n Log(k)).

5

Utilisateur anonyme

3 févr. 2014

@santi, should use a min-heap. fill it up with first k elements, then if a new element is greater than heap min, pop the top and push new val. heap will have top k elements. this is o(n), since log(k) reduces to constant time.

4

Utilisateur anonyme

8 oct. 2013

Insertion Sort

5

Utilisateur anonyme

15 avr. 2015

@Dave can you explain why you want to use a min-heap instead of a max-heap? I don't get this part.

Utilisateur anonyme

7 mars 2020

Max-heap will have largest number at top - min heap has smallest number at top, so when you insert new number the smallest gets popped out, leaving all k max in heap

Utilisateur anonyme

15 sept. 2013

Are you kidding? "Bubble sort k times" is going to be kn^2. Too expensive. Use a merge sort.

Utilisateur anonyme

23 juil. 2013

Bubble sort k times.

2

Utilisateur anonyme

21 juil. 2013

Pretty easy question.

3