Titlebook: Advances in Functional Analysis and Fixed-Point Theory; An Interdisciplinary Bipan Hazarika,Santanu Acharjee,Dragan S. Djordjev Book 2024 T

PANIC

https://doi.org/10.1007/978-94-011-2268-9 on Kohlenbach hyperbolic space (KHS) in this chapter. Furthermore, for two different forms of generalized non-expansive map (NM) on KHS, certain .-convergence and strong convergence theorems utilizing the altered iteration process are proved. Finally, we show how our outcomes can be applied to non-

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博識

Polyoxometalates and Coordination Polymers,logarithmic boundedness of sequences of real numbers are introduced and tried to investigate some relations between the .—strongly harmonically summability and .—statistical logarithmic convergence in this work. We also establish some connections between . and .. It is shown that if a sequence is bo

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蚊子

散步

https://doi.org/10.1007/978-1-4613-2137-8h space then the adjoint operator . of . is defined as a bounded linear operator on the dual of . which is denoted by . and defined by . for all . and .. Let . and . generate a complex number . of the operator . defined on the domain .(.), which is denoted by .. Then . is called the resolvent operat

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David A. Robinson,John McK. Woollardmultivalued mappings . and ., we introduce multivalued generalized .-.-contraction mappings. We establish the existence of the best proximity point for such types of mappings in complete metric space. Moreover, we define multivalued generalized .-.-contraction pair of mappings and obtain best proxim

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