4. Computability on the Real Numbers Real numbers are the basic objects in analysis. For most non-mathematicians a real number is an infinite decimal fraction, for example π = 3•Mathematicians prefer to - Symbol group - Document - PDFSEARCH.IO

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	4. Computability on the Real Numbers Real numbers are the basic objects in analysis. For most non-mathematicians a real number is an infinite decimal fraction, for example π = 3•Mathematicians prefer to Add to Reading List Document Date: 2009-09-05 02:33:58 Open Document File Size: 392,43 KB Share Result on Facebook Company Qas / / IndustryTerm few applications / / Technology dom / / SocialTag Symbol Computable number Group representation Automata theory Representation theory of finite groups Ω-automaton Abstract algebra Mathematics Representation theory

4. Computability on the Real Numbers Real numbers are the basic objects in analysis. For most non-mathematicians a real number is an infinite decimal fraction, for example π = 3•Mathematicians prefer toAdd to Reading List