Computational Complexity
نویسنده
چکیده
Computational complexity theory is the study of the minimal resources needed to solve computational problems. In particular, it aims to distinguish between those problems that possess efficient algorithms (the “easy” problems) and those that are inherently intractable (the “hard” problems). Thus computational complexity provides a foundation for most of modern cryptography, where the aim is to design cryptosystems that are “easy to use” but “hard to break”. (See security (computational, unconditional).)
منابع مشابه
Reduction of Computational Complexity in Finite State Automata Explosion of Networked System Diagnosis (RESEARCH NOTE)
This research puts forward rough finite state automata which have been represented by two variants of BDD called ROBDD and ZBDD. The proposed structures have been used in networked system diagnosis and can overcome cominatorial explosion. In implementation the CUDD - Colorado University Decision Diagrams package is used. A mathematical proof for claimed complexity are provided which shows ZBDD ...
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تاریخ انتشار 2005