be a conditionally convergent series. Then, for any real
number c there is a rearrangement of the series such
that the new resulting series will converge to c.
be an absolutely convergent series. Then any rearrangement of
terms in that series results in a new series that is also
absolutely convergent to the same limit.
Let
be a conditionally convergent series. Then, for any real
number c there is a rearrangement of the series such
that the new resulting series will converge to c.
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