Finding smallest set of vertices that forms a vertex cover

Assignment Help Basic Computer Science

Reference no: EM131245154

Implement VERTEX COVER; that is, given graph G and integer k, answer the question of whether or not there is a vertex cover of size k or less. Begin by using a brute-force algorithm that checks all possible sets of vertices of size k to find an acceptable vertex cover, and measure the running time on a number of input graphs. Then try to reduce the running time through the use of any heuristics you can think of. Next, try to find approximate solutions to the problem in the sense of finding the smallest set of vertices that forms a vertex cover.

Reference no: EM131245154

Questions Cloud

Interest rate vega : Determine whether Bank A has vega ≥ 0, vega ≤ 0, there is no volatility exposure, or the volatility exposure is indeterminate (‘?')

What is the running time of your solution : What does it say about the question of P = N P if the conditions described in this problem existed?

What is the free market price and quantity of chicken : What is the free market price and quantity of chicken? What is the wage of the average chicken worker in the free market situation? What is the efficient configuration oldie price and quantity of chicken once proper account is taken of the cost ea..

What level of service do you provide to employees : What level of service do you provide to employees and the company? Don't be vague; define what will make your service extraordinary.

Finding smallest set of vertices that forms a vertex cover : Then try to reduce the running time through the use of any heuristics you can think of. Next, try to find approximate solutions to the problem in the sense of finding the smallest set of vertices that forms a vertex cover.

Transformational-transactional leadership : Discuss the conceptual differences between Transformational-Transactional Leadership and the visions of future developments in leadership Warren Bennis was predicting.

Determine most likely rate for double cancellable swap : Determine the most likely rate for this ‘double-cancellable' swap. - Bank A wants to pay fixed on a {10nc1 Berm ann} swap to Bank B.

Find best approximations for a wide variety of input graph : Implement an approximation of TRAVELING SALESMAN; that is, given a graph G with costs for all edges, find the cheapest cycle that visits all vertices in G. Try various heuristics to find the best approximations for a wide variety of input graphs.

Discuss your attitude about certainty and uncertainty : Discuss your attitude about certainty, uncertainty, and risk when making decisions. How has your attitude helped or hindered your ability to make rational decisions?

User Account

All Pages