- #1
ozkan12
- 149
- 0
Let be a complete metric space and let be a mapping such that for each , there exists a constant such that
for all where
. Then f has a unique fixed point.
I didnt prove this theorem and I didnt find article which is related to this theorem...Please can you help me ?
I didnt prove this theorem and I didnt find article which is related to this theorem...Please can you help me ?