How can I sort an array of integers in O(n) time, where different integers may have different numbers of digits, but the total number of digits over ALL the integers in the array is n?
My assumption is that radix sort is somehow involved.
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The result is also in the attached file, which is of the same content as the follows:
Let us use the following example to facilitate the explanation:
In this example, the number of digits is 56, i.e., n = 56
Let m be the number of numbers, i.e., m = 15 in this example, then m < n
Let n1, n2, ... nk are the possible number of digits of each number in the array, so in this example,
n1 = 1, n2=2, n3 = 3, n4 = 4, n5 = 5, n6 = 6, ...
Solution Summary
This job targets sorting an array of integers in linear time.
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... and disciplines and possess a broad array of knowledge ... Source: http://www.itu.int/ itudoc/itu-d/hrdqpub ... counseling are provided to reach some sort of resolution ...
... and disciplines and possess a broad array of knowledge ... Source: http://www.itu.int/ itudoc/itu-d/hrdqpub ... counseling are provided to reach some sort of resolution ...
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