Theory Of Computation By Vivek Kulkarni Pdf Free Download UPD
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Theory of Computation by Vivek Kulkarni PDF Free Download
Theory of Computation is a branch of computer science and mathematics that deals with the fundamental questions of what problems can be solved by a computer, how efficiently they can be solved, and what are the limits of computation. It also studies the abstract models of computation, such as automata, formal languages, Turing machines, and complexity classes.
One of the popular textbooks on this subject is Theory of Computation by Vivek Kulkarni, published by Oxford University Press. This book covers the core topics of automata theory, computability theory, and complexity theory, as well as some advanced topics such as randomized algorithms, quantum computation, and interactive proofs. It also provides numerous examples, exercises, and hints for further reading.
If you are looking for a PDF version of this book for free download, you may be disappointed to know that it is not legally available online. The only way to get a copy of this book is to buy it from the publisher or a bookstore, or borrow it from a library. However, you can access some online resources for students that are linked to this book on the Oxford University Press website[^1^]. These resources include practice questions, solutions, and slides for each chapter.
Theory of Computation by Vivek Kulkarni is a comprehensive and rigorous introduction to the fascinating field of theoretical computer science. It is suitable for undergraduate and graduate students who want to learn the foundations and applications of computation. It is also a valuable reference for researchers and practitioners who want to keep up with the latest developments in this area.Some of the main concepts and results that are covered in Theory of Computation by Vivek Kulkarni are:
The Chomsky hierarchy of formal languages and grammars, and the equivalence and closure properties of different classes of languages.
The decidability and undecidability of various problems, such as the halting problem, the Post correspondence problem, and the word problem for groups.
The Church-Turing thesis, which states that any effectively computable function can be computed by a Turing machine.
The P versus NP problem, which asks whether every problem that can be verified in polynomial time can also be solved in polynomial time.
The NP-completeness and NP-hardness of various problems, such as the satisfiability problem, the traveling salesman problem, and the clique problem.
The polynomial hierarchy and the classes PSPACE, EXPTIME, and NEXPTIME.
The notions of reducibility, completeness, and hardness for different classes of problems.
The randomized algorithms and complexity classes such as BPP, RP, ZPP, and PP.
The quantum computation and complexity classes such as BQP, QMA, and QIP.
The interactive proofs and complexity classes such as IP, AM, and PCP.
The book also discusses some open problems and conjectures in theory of computation, such as the P versus NP problem, the unique games conjecture, the quantum PCP conjecture, and the extended Church-Turing thesis. It also provides some historical and philosophical perspectives on the development and significance of theory of computation. 061ffe29dd
