computability - Is there a total binary computable function that specifies Turing machines with nonempty domain? - Computer Science Stack Exchange
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The Royal Societies of Australia - #Onthisday in 1936, pioneering scientist & mathematician Alan Turing submitted 'On Computable Numbers' for publication, in which he set out the theoretical basis for modern computers.
Alan Turing on Computable Numbers and Computer Programs | Alan Richmond
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1 Turing Machines as Transducers. 2 Turing-computable Functions Function f with domain D is computable if There exists TM M= (Q, D, , , q 0, B, F) Such. - ppt download
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Alan Turing on Computable Numbers and Computer Programs | Alan Richmond