'Nfa states' presentation slideshows

Lexical Analysis

Lexical Analysis. Contents. Introduction to lexical analyzer Tokens Regular expressions (RE) Finite automata (FA) deterministic and nondeterministic finite automata (DFA and NFA) from RE to NFA from NFA to DFA Flex - a lexical analyzer generator. Lexical Analyzer.

1.03k views • 56 slides

Lexical Analysis

Lexical Analysis. Contents. Introduction to lexical analyzer Tokens Regular expressions (RE) Finite automata (FA) deterministic and nondeterministic finite automata (DFA and NFA) from RE to NFA from NFA to DFA Flex - a lexical analyzer generator. Lexical Analyzer.

571 views • 56 slides

Distributed Structural and Value XML Filtering

Distributed Structural and Value XML Filtering. Iris Miliaraki and Manolis Koubarakis Department of Informatics and Telecommunications National and Kapodistrian University of Athens. 9 ? ???????? ???????? ??????????? ?????????, ???? ????, ??????.

608 views • 54 slides

Chapter 3

Chapter 3. Lexical Analysis. Content. Overview of this chapter 3.1 The Role of the Lexical Analyzer 3.2 Input Buffering 3.3 Specification of Tokens 3.4 Recognition of Tokens 3.5 The Lexical- Analyzer Generator Lex 3.6 Finite Automata 3.7 From Regular Expressions to Automata

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??? cwhsueh@csie.ntu.tw csie.ntu.tw/~cwhsueh/ 97 Spring

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??? cwhsueh@csie.ntu.tw csie.ntu.tw/~cwhsueh/ 98 Spring

519 views • 38 slides

Nondeterministic Finite Automata

398 views • 38 slides

??? cwhsueh@csie.ntu.tw csie.ntu.tw/~cwhsueh/ 96 Spring

384 views • 38 slides

Nondeterministic Finite Automata

375 views • 37 slides

Hardware-accelerated regular expression matching for high-throughput text analytics

Hardware-accelerated regular expression matching for high-throughput text analytics. Author : Kubilay Atasu , Florian Doerfler , Jan van Lunteren , Christoph Hagleitner Publisher : 2013 FPL Presenter : Yuen- Shuo Li Date: 2013/10/30. Introduction.

471 views • 31 slides

NFA ? DFA

NFA ? DFA. Subset Construction. Convert an NFA to DFA using the subset construction. Each state of the DFA is a set of states of the NFA. The initial state of the DFA is the ? -closure of the initial state of the NFA. CLOSE{0}={0, 1, 3}=S 0.

531 views • 13 slides

COMP313A Programming Languages

236 views • 12 slides

NFA->DFA

125 views • 7 slides