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nonterminating decimal

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nonterminating decimal [‚nän¦tər·mə‚nād·iŋ ′des·məl]
(mathematics)
A decimal for which there is no digit to the right of the decimal point such that all digits farther to the right are zero.


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a nonterminating decimal which is ambiguous is approximated by its initial segment at the nth decimal place at margin of error 10^-n.
Now we well we introduce the generating or g-sequence and its g-limit, a nonterminating decimal which has contained ambiguity (approximable by certainty).
are well-defined nonterminating decimals among the new real numbers [8] and are isomorphic to the ordinary integers, i.
 
 
 
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