Analysis and Design of Algorithms in Combinatorial by G. Ausiello, M. Lucertini (eds.)

By G. Ausiello, M. Lucertini (eds.)

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ULLMAN: The Design and Analysis of Computer Algorithms, Addison Wesley (1974). COOK: The Complexity of Theorem Proving Procedures, 3-rd STOC (1971), pp. 151-158. KIM: Approximation Algorithms for some Routing Problems, 17-th Annual Syrnposipm on Foundations of Computing Sciences, pp. 216-227. STOCKMEYER: Some Simplified NP-Complete Problems, 6-th STOC (1974), pp. 47-63. 2£ (1976), pp. 30-40. 3849. Y. (1972), pp. 85-104. KNUTH: Postcript about NP Hard Problems, SIGAT News, Q, (April 1974) pp. 15-16.

Let x E INPUT; we define stPuctuPe of x the list 1 =

In fact it can be seen that we so G. Ausiello, A. D'Atri, M. Protasi might have the following situation. Let us consider the former example again and let x be an input element to the problem MAX-CLIQUE where x is a complete grap~ in this case the structure of x is symmetric (if n is the order of the graph then •x = ( [:] tl· . [:]>). Let

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