April 2015
Intermediate to advanced
482 pages
11h 42m
English
Content preview from Formal Languages and Automata Theory
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8
Non-deterministic Polynomial Completeness
- NP-hard and NP-complete define the computational complexity of algorithms.
In this chapter, we introduce the theory of intractability, that is, discuss whether a problem can be solved in polynomial time or not, that is, P, Non-deterministic Polynomial (NP) Problems are discussed. The classification of problems into NP-hard problems and NP-complete (NPC) problems is explained with examples.
8.1 NP-hard and NP-complete
8.1.1 Classification of Problems
The subject of computational complexity theory is focused on classifying problems by how hard they are. There are many different classifications depending on the time taken by the problem. The following are the types of classification.
- P problems are ...
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