کتاب مقدمه ای بر نظریه محاسبات مایکل سیپسر
کتاب مقدمه ای بر تئوری محاسبات ویرایش سوم
Introduction to the Theory of Computation 3rd Edition
- ناشر : Cengage Learning
- تاریخ انتشار : 2012
- نسخه : 3
- زبان : انگلیسی
- تعداد صفحات: 482
- نوع فایل: PDF
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- .برای مشاهده ویدئوهای آموزش و نکته و تست کنکور کامپیوتر کلیک کنید
خلاصه کتاب مقدمه ای بر تئوری محاسبات ویرایش سوم:
“Introduction to the Theory of Computation, 3rd Edition” is a textbook written by Michael Sipser and published by Cengage Learning. The book is widely used as a textbook for undergraduate courses in theoretical computer science and covers a wide range of topics related to the theory of computation.
The book covers various topics such as automata theory, formal languages and grammars, computability theory, and complexity theory. The author uses a systematic approach to teaching, starting with simple examples and building up to more complex ones. The book also includes numerous exercises and problems to help readers practice and reinforce their understanding of the material.
One of the strengths of this book is its clear and concise writing style, which makes complex concepts easy to understand. The author uses real-world examples and analogies to help readers visualize the concepts being presented. The book also includes numerous illustrations and diagrams to help readers visualize the concepts being presented.
Overall, “Introduction to the Theory of Computation, 3rd Edition” is a valuable resource for anyone who wants to learn about the theory of computation. It is suitable for both beginners and experienced readers who want to deepen their understanding of these fundamental concepts. The book is also frequently used as a reference by researchers and professionals working in the field of theoretical computer science.
سرفصلها:
One: Automata and Languages
Regular Languages
Context-Free Languages
Two: Computability Theory
The Church–Turing Thesis
Decidability
Reducibility
Advanced Topics in Computability Theory
Three: Complexity Theory
Time Complexity
Space Complexity
Intractability
Advanced Topics in Complexity Theory
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