Fixed Point Theorems for Weak K-Quasi Contractions on a Generalized Metric Space with Partial Order

In this paper, using fixed point method we prove the generalized Hyers-Ulam stability of a quadratic quartic functional equation for fixed integers k with k 6 = 0, ± 1 in para-

Guran, A multivalued Perov-type theorems in generalized metric spaces - accepted for publication in Creative Mathematics and Informatics, Baia-Mare, Romˆania.... Perov, On

of multi-valued and single-valued maps in complete metric spaces, and used coincidence and common fixed points, to establish a theorem on fixed points for pairs of

Recently, Kumar and Pant [14] have given a common fixed point theorem for two pairs of compatible mappings satisfying expansion type condition in probabilistic

In addition, Li [7] extended the generalized projections from uniformly convex and uniformly smooth Banach spaces to reflexive Banach spaces, and established a Mann type

Além do mais, ê sugerido que esta característica espacial das fontes de informação pode ser útil para explicar certas propriedades funcionais do

We establish some common fixed point theorems in complete dislocated quasi metric spaces using new contraction mappings.. Keywords: Dislocated quasi-metric space; fixed