TY - JOUR
TI - Fixed-point theorems in extended fuzzy metric spaces via $alpha-phi-mathcal{M}^{0}$ and $beta-psi-mathcal{M}^{0}$ fuzzy contractive mappings
AB - In this article we would like to present a new type of fuzzy contractive mappings which are called $alpha-phi-mathcal{M}^{0}$ fuzzy contractive and $beta-psi-mathcal{M}^{0}$ fuzzy contractive, and then we demonstrate two theorems which ensure the existence of a fixed point for these two types of mappings. And so we combine and generalize some existing notions in the literature ([5], [7]). Proved these theorems in the extended fuzzy metric spaces are in the more general version than the existing in the literature ones.
AU - ŞENOCAK, MERYEM
AU - Güner, Erdal
DO - 10.31801/cfsuasmas.1038245
PY - 2023
JO - Communications Faculty of Sciences University of Ankara Series A1: Mathematics and Statistics
VL - 72
IS - 1
SN - 1303-5991
SP - 71
EP - 83
DB - TRDizin
UR - http://search/yayin/detay/1161017
ER -