- #1
Calabi
- 140
- 2
Hello evry body let be $(u_{n}) \in \mathbb{C}^{\matbb{N}}$
with $u_{n}^{2} \rightarrow 1$ and $\forall n \in \mathbb{N} (u_{n+1) - u_{n}) < 1$.
Why does this sequences converge please?
Thank you in advance and have a nice afternoon
.
with $u_{n}^{2} \rightarrow 1$ and $\forall n \in \mathbb{N} (u_{n+1) - u_{n}) < 1$.
Why does this sequences converge please?
Thank you in advance and have a nice afternoon
