Results 81 to 90 of about 123,234 (185)
Fixed point results of a-bY-F-Geraghty type contractive mapping on modular b-metric spaces [PDF]
In this paper, we generalize a-bY-F-Geraghty type contraction in modular b-metric spaces and prove some fixed point results that are justified by suitable examples.
Jain Shishir +3 more
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In this study, we significantly extend the concept of modular metric-like spaces to introduce the notion of b-metric-like spaces. Furthermore, by incorporating a binary relation R, we develop the framework of R-modular b-metric-like spaces.
Ekber Girgin +3 more
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This article presents Nonio, a modular, easy-to-use, design space exploration framework focused on exploring custom combinations of compiler flags and compiler sequences. We describe the framework and discuss its use with two of the most popular compiler
Ricardo Nobre +3 more
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Cusps of arithmetic orbifolds [PDF]
This thesis investigates cusp cross-sections of arithmetic real, complex, and quaternionic hyperbolic $n$--orbifolds. We give a smooth classification of these submanifolds and analyze their induced geometry.
McReynolds, D. B.
core
In this paper, we establish generalized Suzuki-simulation-type contractive mapping and prove fixed point theorems on non-Archimedean quasi modular metric spaces. As an application, we acquire graphic-type results.
Ekber Girgin, Mahpeyker Öztürk
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Fixed Points of Suzuki Contractive Mappings in Modular b-Metric Spaces With an Application
We introduce the concept of a generalized ZC-type Suzuki contraction utilizing the generalized framework of metric spaces known as the partial modular b-metric space in the light of an amorphous binary relation.
Gopi Prasad
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The biomass–density relationship in seagrasses and its use as an ecological indicator
Background Biomass–density relations have been at the centre of a search for an index which describes the health of seagrass meadows. However, this search has been complicated by the intricacy of seagrass demographics and their complex biomass–density ...
Vasco M. N. C. S. Vieira +2 more
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Fixed points of Kannan maps in modular metric spaces
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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Aircraft target detection in remote sensing images faces numerous challenges, including target size variations, low resolution, and complex backgrounds.
Huan Liu +4 more
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A new fixed point theorem in modular metric spaces
Summary: In this article, we first give a new fixed point theorem which is main theorem of our study in modular metric spaces. After that, by using this theorem, we express some interesting results. Moreover, we characterize completeness in modular metric spaces via this theorem.
Ali Mutlu, Kubra Ozkan, Utku Gurdal
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