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Given a connected undirected graph G described by an adjacency list representation design an efficient algorithm to find a path in G that goes through exactly once in each direction .Your algorithm should print out the edges in the direction and order in which they are traversed ,i.e...,printing out (u,v),(v,w),(w,v),(v,u) means going from u to v to w to v to u.Argue correctness of your algorithm and analyse its runnig time.
What are the different applications of Data Structure
Write an algorithm (pseudocode) to find the intersection of two singly-linked lists. Assume that the data in each list are in nondecreasing order.
Let the equation ax = b mod m, where x is unknown and a, b and m are given. Illustrate that this equation has either no solutions mod m, or d solutions mod m.
Describe sorting algorithms and how they work
In this programming assignment you will implement an open hash table and compare the performance of four hash functions using various prime table sizes.
The node's right child. If the nil pointer is represented by 00 and the tree's root pointer contains 53, how many terminal nodes are in tree?
Suppose that it doesn't take any time to allot work to process, calculate best- and worst-case speedup for centralized scheme for dynamic mapping with two processes.
Draw an algorithm to produce a list of customers from the Glad Rags Clothing Company's customer master file.
Design a divide-and-conquer algorithm for the Motif Finding problem and estimate its running time. Have you improved the running time of the exhaustive search algorithm?
Give an algorithm to find the schedule that obtains the maximum amount of profit, assuming that all processing times are integers between 1 and n.
You are given a DAG called G which is the prerequisite graph for a set of courses required for a degree. Each vertex corresponds to course. Provide a high-level description of algorithm which labels each vertex in G with minimum number of semesters..
Look up each test item in array of member items, by using sequential search. What is the worst-case running time of it. (asymptotically, in terms of n and k)?
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