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Documents 1 Chap 1 Regular Expression (EXTRA). 2 Equivalence Relation Def: Assume R is a relation on a set A,....

Slide 1 1 Chap 1 Regular Expression (EXTRA) Slide 2 2 Equivalence Relation Def: Assume R is a relation on a set A, that is, R ⊆ AxA. We write aRb which means (a,b) ∈…

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Slide 1 Verification and Validation (Part 2) John Morris Computer Science/ Electrical and Computer Engineering 28-Aug-151 A hard day’s work ensuring that some Japanese…

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Chap 1 Regular Expression (EXTRA) Equivalence Relation Def: Assume R is a relation on a set A, that is, R⊆AxA. We write aRb which means (a,b)∈R to indicate that a is…

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FSM Decomposition using Partitions on States 290N: The Unknown Component Problem Lecture 24 Outline Once upon a time… Motivating example Terminology Definition of SP-partitions…