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Theory of Computation Automata Theory Dr. Ayman Srour
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TOPIC 2: REGULAR LANGUAGES OUTLINE 2.1 Introduction 2.2 Finite Automata 2.3 Nondeterminism 2.4 Regular Expressions 2.5 Generalized Nondeterministic Finite Automaton
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2.1 Introduction Automata theory is the study of abstract computational devices Abstract devices are (simplified) models of real computations Computations happen everywhere: On your laptop, on your cell phone, in nature, … Why do we need abstract models?
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2.1 Introduction A simple computer, example 1 BATTERY SWITCH input: switch output: light bulb actions: f for “flip switch” states: on, off
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2.1 Introduction A simple computer, example 1 BATTERY SWITCH off on start f f input: switch output: light bulb actions: f for “flip switch” states: on, off
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2.1 Introduction A simple computer, example 1 BATTERY off start inputs: switches 1 and 2 actions: 1 for “flip switch 1” actions: 2 for “flip switch 2” states: on, off bulb is on if and only if both switches were flipped an odd number of times 1 2 1 off on 1 1 2 2 2 2
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2.1 Introduction / These devices can model many things They can describe the operation of any “small computer”, like the control component of an alarm clock or a microwave They are also used in lexical analyzers to recognize well formed expressions in programming languages ab1 is a legal name of a variable in C 5u= is not
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