In this paper, we indicate a way to generalize a series of fixed point results in the framework
of b-metric spaces and we exemplify it by extending Nadler's contraction principle for set …

In this paper, we first show that every b-metric space with the topology induced by its
convergence is a semi-metrizable space and thus many properties of b-metric spaces used …

Debnath and De La Sen introduced the notion of set valued interpolative Hardy‐Rogers type
contraction mappings on b‐metric spaces and proved that on a complete b‐metric space …

FIXED POINT THEOREMS FOR VARIOUS TYPES OF F-CONTRACTIONS IN COMPLETE b-METRIC
SPACES Page 1 Fixed Point Theory, 19(2018), No. 1, 321-334 DOI 10.24193/fpt-ro.2018.1.25 …

Metric spaces and their various generalizations occur frequently in computer science
applications. This is the reason why, in this paper, we introduced and studied the concept of …

In 1976, Caristi fixed point theorem was proved for ordinary metric spaces. After that, it was
shown that this result is equivalent to Ekeland variational principle which has a great …

In this paper, we prove the existence and uniqueness of fixed points for F‐contractions in
complete Branciari b-metric spaces. Furthermore, an example for supporting the related …

Sažetak Uvod/cilj: U radu su predstavljene koincidentne i zajedničke fiksne tačke
Suzukijeve vrste višeznačnog preslikavanja na b-metričkim prostorima. Metode: Analizirana …

In this paper we will point out an error in proving some results on finite iterated function
systems consisting of Kannan maps, Reich maps and Chatterjea type maps. In this respect …

In this paper, we obtain multifractals (attractors) in the framework of Hausdorff b-metric
spaces. Fractals and multifractals are defined to be the fixed points of associated fractal …