- #1
Bachelier
- 376
- 0
If (xn) and (yn) are two Cauchy sequences in a metric space (X, d), and we define
d((xn), (yn)) = lim d(xn, yn). Is this a metric on the set of all Cauchy sequences?
I'm thinking yes since all 3 properties work.
d((xn), (yn)) = lim d(xn, yn). Is this a metric on the set of all Cauchy sequences?
I'm thinking yes since all 3 properties work.