100+ Busy beaver function PowerPoint (PPT) Presentations, Busy beaver function PPTs

Busy beaver function - PowerPoint PPT Presentation

Analysis of Busy Beaver Machines via Induction Proofs

Analysis of Busy Beaver Machines via Induction Proofs. James Harland jah@cs.rmit.edu.au www.cs.rmit.edu.au/~jah School of CS & IT RMIT University. Introduction. New twist on an old problem More questions than answers! Innocuous class of machines generate huge numbers

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Decidability and Partial Decidability

Decidability and Partial Decidability. An alphabet is a finite set of symbols . Example: a,b,c are symbols; {a,b,c} is an alphabet. Example: 0,1 are symbols; {0,1} is an alphabet. ? (Sigma) represents an alphabet. A string over ? is a sequence of symbols from ?.

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322 views • 15 slides

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Busy beaver function - PowerPoint PPT Presentation

Analysis of Busy Beaver Machines via Induction Proofs

Decidability and Partial Decidability