Cite

For a single valued mapping T in a G-complete G-metric space (X, d), we show that if Tn,for some n> 1, is a contraction, then T itself is a contraction under another related G-metric d′. We establish moreover that if T is uniformly continuous, then d′ is G-complete.

eISSN:
1841-3307
Language:
English
Publication timeframe:
1 time per year
Journal Subjects:
Mathematics, General Mathematics