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- 2$\begingroup$ I guess that you can only use a limited amount of space other than the two queues (O(1) or O(log n)). Sounds impossible to me, because we do not have any way to reverse the order of a long input stream. But of course this is no proof unless it can be made into a rigorous claim…. $\endgroup$Tsuyoshi Ito– Tsuyoshi Ito2010-10-30 12:32:50 +00:00Commented Oct 30, 2010 at 12:32
- $\begingroup$ @Tsuyoshi: You're right about the limited space assumption. And yes, that was what I said to that (stubborn) TA, but he refused :( $\endgroup$Sadeq Dousti– Sadeq Dousti2010-10-30 13:22:27 +00:00Commented Oct 30, 2010 at 13:22
- 2$\begingroup$ @Tsuyoshi: I don't think you need to assume a bound on space in general, you only need to assume that you are not allowed to store the objects pushed and poped from the stack in any place other than the two queues (and probably a constant number of variables). $\endgroup$Kaveh– Kaveh2010-10-31 08:58:32 +00:00Commented Oct 31, 2010 at 8:58
- $\begingroup$ @SadeqDousti In my opinion, the only way this would be possible is if you used a linked-list implementation of a queue and used some pointers to always point to the top of the "stack" $\endgroup$Charles Pantoga– Charles Pantoga2013-10-16 00:23:18 +00:00Commented Oct 16, 2013 at 0:23
- 2$\begingroup$ It sounds like the TA might have actually have wanted to say "Implement a queue using two stacks" which is indeed possible precisely in "O(1) amortized time". $\endgroup$Thomas Ahle– Thomas Ahle2013-11-15 14:45:36 +00:00Commented Nov 15, 2013 at 14:45
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