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You are interested in analyzing some hard-to-obtain data from two separate databases. Each database contains n numerical values - so there are 2n values in all - and you can assume that no two values are the same. You'd like to determine the median of this set of 2n values, which we will define here as the n-th smallest value. However, the only way you can access these values is through queries to the databases. In a single query, you can specify a value k to one of the databases, and the chosen database will return the k-th smallest value that it contains. Since queries are expensive, you would like to calculate the median using as few queries as possible. Provide an algorithm which determines the median value using at most O(lg n) queries.
If you get ciphertext message YPHDCRPBEQTAA, decrypt to recover plaintext.
This paper investigates about fault-tolerance in load balancing schemes in distributed environment. There are some more parameters influencing QOS but our main focus is on fault tolerance and load balancing.
Compare the average behavior of insertion sort for n elements with that of the n insertions into an initially-empty straight array implementation of a priority queue
Illustrate that if you were given a polynomial time algorithm for determining whether two rooted directed acyclic graphs are isomorphic, then polynomial time algorithm for testing.
Given the probabilities r1, · · · , rn, the costs c1, · · · , cn, and the budget B, ?nd the redundancies m1, · · · , mn that are within the available budget and that maximize the probability that the system works correctly. Devise an ef?cient algo..
For instance, the constraints x1 = x2, x2 = x3, x3 = x4, and x1 6= x4 cannot be satis fied. Give an efficient algorithm that takes as input m constraints over n variables and decides whether the constraints can be satis fied.
"sort an array of 10,000 elements using quick sort algorithm as follows: sort the array using pivot as middle element of the array
Give an algorithm to find schedule which obtains maximum amount of profit, assuming that all processing times are integers between 1 and n.
How many elementary operations are used in algorithm given below? The elementary operations are comparison operations (such as > and
Determine the Inorder, preorder and postorder traversal
Let A[1, n] be an array of real numbers. Create an algorithm to perform any sequence of the following two operations: Add(i, x): add the value x to A[i].
Suppose you need to sort a relation of 40 gigabytes, with 4 kilobyte blocks, using a memory size of 40 megabytes. Find the cost of sorting the relation, in seconds, with bb = 1 and with bb = 100.
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