Describe an in-place version of the quick-select algorithm in pseudo-code, assuming that you are allowed to modify the order of elements.   Show how to use a deterministic O ( n )-time selection...


Describe an in-place version of the quick-select algorithm in pseudo-code,


assuming that you are allowed to modify the order of elements.





Show how to use a deterministic
O(n)-time selection algorithm to sort a


sequence of
n
elements in
O(nlog
n)

worst-case

time.





Given an unsorted sequence
S
of
n
comparable elements, and an integer
k,


give an
O(nlog
k) expected-time algorithm for finding the
O(k) elements


that have rank
n/k_, 2n/k_, 3n/k_, and so on.








Dec 08, 2021
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