- #1
dmatador
- 120
- 1
Consider two sequences, {a_n} and {b_n}.
If there is a one-to-one correspondence between these sets, can we conclude anything about their behavior considering, say, that we know that one is convergent?
Going further, can we conclude anything about the series resulting from these sequences?
If there is a one-to-one correspondence between these sets, can we conclude anything about their behavior considering, say, that we know that one is convergent?
Going further, can we conclude anything about the series resulting from these sequences?