What are the applications of branch and bound in optimization?
Branch and bound is widely used in solving combinatorial optimization problems, such as the traveling salesman problem.
Can you give me more examples of problems it can solve?
Sure! It can be applied to integer programming, job scheduling, and resource allocation problems.
How does branch and bound improve the efficiency of these solutions?
It systematically explores branches of possible solutions while eliminating those that don't meet the criteria, reducing the search space.
Are there any limitations to using branch and bound?
Yes, it can be computationally expensive for large problems, and its performance heavily depends on the bounding function used.
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