In Programming Pearls there is an algorithm that sorts varying length arrays but sorts in time proportional to the sum of their length. For example, if we have a record array x[0...n-1], and each reco
I started reading \"Programming Pearls\" today and while doing it\'s exercise I came across this question 开发者_运维知识库\"How would you implement your own bit vector?\". When I looked at the soluti
We all heard of bentley\'s beautiful proramming pearls problem which solves maximum 开发者_开发知识库subsequence sum:
It\'s in the section 2.6 and problem 2, the original problem is like this: \"Given a s开发者_如何学编程equential file containing 4,300,000,000 32-bit integers, how can you find one that appears at le
I just can\'t seem to understand how this would work. Question: Given a sequential file that contains at most four billion 32 bit integers in random开发者_StackOverflow社区 order, find a 32-bit integ
The problem found in programming pearls column 8 is as follows: Given the real vector x[n], co开发者_高级运维mpute the maximum sum found in any contiguous subvector.
When we use Desktop.browse method to open a 开发者_开发技巧url in Internet Explorer, then it overrides the current web page in the browser. Hence if user was doing anything critical in current page in
This is the problem described in Programming pearls. I can not understand binary search method descrbied by the author. Can any one helps to elaborate? Thanks.
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