Automata Theory with Modern Applications

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  1. About this book
  2. Download Automata Theory With Modern Applications
  3. Automata Theory with Modern Applications
  4. :Automata Theory: An Algorithmic Approach

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Achieving Mission Impact irrespective, the download Automata theory was from j; 2 million publications in to , books by Learn about Moya Tech activities What should be important is its scientific value, and Automata theory is often the doorway to first understand a higher tier of theory of computation in an undergraduate student's studies.

Automata theory has a grand set of theorems that pop up all over the place in Theoretical Computer Science, and especially when one wants to talk about application such as Compilers. Its scientific value its not outdated, how could it be?

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It's core theory to the field. It is practical as it is knowledge that is useful to those who understand or want to understand the nature of computation. If you cannot find use in it, I question ones research or even intent to study CS as it's not programming that's an application of CS , it's a formal science. Sign up to join this community. The best answers are voted up and rise to the top.

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How practical is Automata Theory? Ask Question. Asked 7 years, 11 months ago. Active 6 years ago. Viewed 22k times. Is automata theory still useful in practice? Should it be part of undergraduate CS curriculum? Suresh Venkat Dark Templar Dark Templar 1 1 gold badge 4 4 silver badges 5 5 bronze badges. It's obviously not research level, but this particular question of the relevance of automata theory is one that comes up often.

What are the applications of finite automata theory?

Download Automata Theory With Modern Applications

I hope that with three close votes already, this question doesn't teeter over the edge. Regular expressions form the heart of these tools. Anonymous Anonymous 6 6 silver badges 7 7 bronze badges. V Vinay V Vinay 3, 1 1 gold badge 20 20 silver badges 27 27 bronze badges. Moreover, it is possible to parse languages using different tools, for example PEGs or parsing combinators i.

Automata Theory with Modern Applications

You want to spot duplicate occurrences of a phrase in a document and delete the second occurrence. In essence, you want to substitute a sequence in a language. Does a program contain an assertion violation? Does a device driver respect certain protocols when interacting with the kernel? The behaviour of a program is a set of executions; in other words, a language. The correctness property is another language. The program correctness problem amounts to a language inclusion check.

Can your software be stuck in an infinite loop? Does a distributed algorithm contain a livelock? We need languages over infinite words, but the language inclusion view still applies. You want to build a sanitizer to detect malicious Javascript entered into a web application. The set of malicious strings is a language. The set of strings entered into the forms in another language. You want to determine if the intersection of these languages is non-empty.

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Run-time monitoring of reactive and mission-critical systems. You want to design a software monitor that oversees the operation of your chemical process or track updates to a financial database.

These are at heart language inclusion and intersection problems. Pattern recognition with its numerous applications. You want to detect patterns in genomic data, in text, in a series of bug reports. These are problems where we are given words from an unknown language and have to guess the language.

These are language inference problems. Given a set of XML documents, you want to reverse engineer a schema that applies to these documents. XML documents can be idealised a trees. A schema is then a specification of a tree language and the schema inference problem is a language inference problem over tree languages. Many applications require automated arithmetic reasoning.

:Automata Theory: An Algorithmic Approach

Suppose we fix a logical theory such as Presburger arithmetic, in which we have the natural numbers, addition and the less-than predicate. A formula with n variables represents a set of n-dimensional vectors. A vector is a sequence of digits and can be encoded as a word. A predicate is then a set of words; a language. Logical operations such as conjunction, disjunction and negation become intersection, union and complement of languages existential quantification is a kind of projection.

Vijay D Vijay D Dana Moshkovitz Dana Moshkovitz 9, 42 42 silver badges 76 76 bronze badges. A few interesting results include: yes, the famed result is that Deterministic Finite Automatons recognize regular languages - so now you know what you need to implement regular expression matching.

Pushdown Automata recognize Context-Free grammars - now you have an idea of what a parser looks like or at least a large class of those. Aaron Sterling 5, 5 5 gold badges 37 37 silver badges 73 73 bronze badges. Ganesh Ganesh 2 2 bronze badges. Would you be willing to share your lecture notes? Steven Stadnicki Steven Stadnicki 1, 5 5 silver badges 13 13 bronze badges. Abstract: The automata-theoretic approach to decision procedures, introduced by Buechi, Elgot, Rabin and Trakhtenbrot in the s and s, is one of the most fundamental approaches to decision procedures.

Kaveh Kaveh Janoma Janoma 7 7 silver badges 27 27 bronze badges. Raphael Raphael 4, 21 21 silver badges 39 39 bronze badges. Sourabh Sourabh 31 1 1 bronze badge. Daniel Daniel 21 1 1 bronze badge.

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