- #1

davechrist36

- 3

- 0

Hey guys in fact here is my first time to have interaction over this forum!

I've already read how one can show the topology in ℝ(real Line) which is usual called standard topology fulfill the three condition fro to be topology. however,

I want to make inquiry on how can i proof whether the topology in ℝ^n(Euclidean n-space) satisfying the condition of topology, thus making topology ?

I've already read how one can show the topology in ℝ(real Line) which is usual called standard topology fulfill the three condition fro to be topology. however,

I want to make inquiry on how can i proof whether the topology in ℝ^n(Euclidean n-space) satisfying the condition of topology, thus making topology ?

Last edited: