Vol. 25(2024) No. 2

 

 

  Fixed Point Theory, Volume 25, No. 2, 2024, 459-784, June 15th, 2024
 
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A new method for the construction of fractals via best proximity point theory

Mustafa Aslantas, Hakan Sahin and Ishak Altun

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Fixed points on partially ordered quasi-metric spaces

Ismat Beg, Irem Eroğlu and Oscar Valero

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On enriched cyclic iterated function systems

Ravindra K. Bisht

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Fixed point results for multi-valued Feng-Liu contractions in b-metric spaces

Cristian Chifu and Gabriela Petrușel

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Behind the concept of F-contraction

Marija Cvetković

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Approximate fixed points in metric spaces

Rafael Espínola García and William A. Kirk

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HR-type interpolative and P-contractions via Maia type result in b-metric spaces with applications

Sudipta Kumar Ghosh, C. Nahak and Ravi P. Agarwal

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The multi-dimensional coagulation-fragmentation model with unbounded kernel

D. Ghosh, J. Paul, J. Kumar and J.-C. Yao

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Certain fixed point results for asymptotically ℛ-nonexpansive mappings

Md Hasanuzzaman and Mohammad Imdad

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Integral equation with maxima via fibre contraction principle

Veronica Ilea and Diana Otrocol

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The Banach space c0 and its role among extremal spaces

Dawid Kapitan and Łukasz Piasecki

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Fixed point theorems without continuity in metric vector spaces

Jinlu Li

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On the convergence of broadcast incremental algorithms with applications

Liya Liu, Adrian Petrușel, Xiaolong Qin and Jen-Chih Yao

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Pairs of fixed points for a class of operators on Hilbert spaces

Abdelhak Mokhtari, Kamel Saoudi and Dušan D. Repovš

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Existence of fixed points involving the difference of two nonlinear operators

Claudio H. Morales

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A fixed point principle for some nonself operators on large Kasahara spaces

Ion Marian Olaru

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Existence of equilibria for N-person games

Donal O'Regan

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A new generalization of Ćirić's multi-valued operators

Ovidiu Popescu

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On graphical fuzzy metric spaces and related fixed point theorems

Satish Shukla, Shweta Rai and Juan-José Miñana

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Two novel algorithms for solving variational inequality problems governed by fixed point problems and their applications

Shanshan Xu, Bing Tan and Songxiao Li

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Modified splitting algorithms for approximating solutions of split variational inclusions in Hilbert spaces

Li-Jun Zhu and Yonghong Yao

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