CS Problems

These are a collection of some interesting problems that I came up while reading CS. I'll be adding more.

  1. Given any 2 Rubik's Cube configurations, find out the minimum distance between them (open problem).
  2. Given any matrix, a legal move defined as performing a cyclic shift on a column or a row. Given two matrices with exactly the same elements, find the minimum legal moves required to obtain second matrix from the first one.
  3. There are MM shoppers and CC counters at hyper mall. kthk^\text{th} shopper takes tkt_k time to shop and bkb_k time to complete the billing process. Given the values tit_i and bib_i, find an way to arrange the shoppers at the counters such that the last shopper leaves as early as possible.
  4. You are given the rates of stocks for the next 30 days and while you can buy and sell multiple times, you can only hold at most one position at any time. Determine the maximum profit which you can make.
  5. For any set K={a1,a2,,an}K = \{a_1, a_2, \dots, a_n\} of integers, SXOR(K)=a1 XOR a2 XOR  XOR an\text{SXOR}(K) = a_1 \text{ XOR } a_2 \text{ XOR } \dots \text{ XOR } a_n. Given any set SS, find the set AA such that ASA \subseteq S and SXOR(A)\text{SXOR}(A) is maximal.

Published Problems

  1. Hunting in Von Neumann Universe

If you have any problem understanding the statement or require some input for a particular problem, please comment below.

Note by Arulx Z
2 years, 6 months ago

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