Are there unsolvable problems? Mathematics, complexity and computation.
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How to measure the complexity of a problem? Are there simple solutions to complex problems? These and similar questions underlie the theory of computational complexity. Its obvious practical applications, such as cryptography, depend on the answer to them. In addition, the theory sheds light on deep mathematical and philosophical problems associated with intelligence and cognition.
FL/137111/R
Data sheet
- Name of the Author
- Луис Фернандо Ареан
- Language
- Russian
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How to measure the complexity of a problem? Are there simple solutions to complex problems? These and similar questions underlie the theory of computationa...