Series that are neither convergent nor divergent: Difference between revisions

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According to Adam Atkinson, in Italy a series that isn't convergent and doesn't tend to \(\pm \infty\) is "indeterminate", not "divergent".
According to Adam Atkinson, in Italy a series that isn't convergent and doesn't tend to \(\pm \infty\) is "indeterminate", not "divergent".
[[Category:Local variations]]
[[Category:Conflicting definitions]]

Latest revision as of 12:46, 20 November 2021

According to Adam Atkinson, in Italy a series that isn't convergent and doesn't tend to \(\pm \infty\) is "indeterminate", not "divergent".