On some iterative methods with frozen derivatives for solving equations

Published on Dec 31, 2021in Journal of Mass Spectrometry1.671
路 DOI :10.30538/OMS2021.0158
Samundra Regmi3
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Christopher I. Argyros3
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+ 1 AuthorsSanthosh George12
Estimated H-index: 12
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#2Farhan Khan (University of Malakand)
Last. Muhammad Sarwar (University of Malakand)H-Index: 6
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Hypergraph is a generalization of graph in which an edge can join any number of vertices. Hypergraph is used for combinatorial structures which generalize graphs. In this research work, the notion of hypergraphical metric spaces is introduced, which generalizes many existing spaces. Some fixed point theorems are studied in the corresponding spaces. To show the authenticity of the established work, nontrivial examples and applications are also provided.
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