Definition:Convergent Complex Sequence/Geometrical Interpretation
Jump to navigation
Jump to search
Geometrical Interpretation of Convergent Complex Sequence
The following illustration is a geometrical interpretation of the concept of a Convergent Complex Sequence.
As $n$ increases, the distance from $z_n$ to $c$ gets smaller, until after $n$ is greater than $N$, $\cmod {z_n - c}$ is always less than $\epsilon$:
Sources
- 1960: Walter Ledermann: Complex Numbers ... (previous) ... (next): $\S 4.2$. Sequences: Figure $13$.