Results 11 to 20 of about 117 (68)
Early childhood education is critical in shaping children's intellectual and motor skills as it provides a solid foundation for cognitive, social, and emotional development, which highly depends on spatial thinking.
Amal Hatira, Mine Sarac
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The problem of boundary values for implicit differential equations with nonlinear fractions involving the variable order and the Riemann–Liouville derivative is examined in this article along with its existence and stability.
Zoubida Bouazza +3 more
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Abstract The impact of climate on topography, which is a theme in landscape evolution studies, has been demonstrated, mostly, at mountain range scales and across climate zones. However, in drylands, spatiotemporal discontinuities of rainfall and the crucial role of extreme rainstorms raise questions and challenges in identifying climate properties that
Yuval Shmilovitz +12 more
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There are many measurable dimensions for products in industries, and their quality should not deviate too much from the established norm. Therefore, a big part of the consignment’s acceptance is determined by the variance of distributions. In the production of surgical or critical care equipment, measurable dimensions are very important, since each ...
K. Rebecca Jebaseeli Edna +6 more
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Abstract The formation of divergent plate boundaries involves the opening of continental basins and uplift of plate margins accompanied by seawater ingression and the reorganization of surface and groundwater drainage systems. These processes drive water‐rock reactions, resulting in the deposition of epigenetic minerals in the country rock adjacent to ...
U. Ryb +4 more
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Generalization Contractive Mappings on Rectangular b‐Metric Space
In this paper, we introduce new coincidence fixed point theorems for generalized (ϕ, ψ)‐contractive mappings fulfilling kind of an admissibility provision in a Hausdorff b‐rectangular metric space with the support of C‐functions. We applied our results to establish the existence of a solution for some integralitions. Finally, an example is presented to
Jayshree Patil +6 more
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Corrigendum to “Generalization Contractive Mappings on Rectangular b‐Metric Space”
Advances in Mathematical Physics, Volume 2022, Issue 1, 2022.
Jayshree Patil +5 more
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On a New Model Based on Third‐Order Nonlinear Multisingular Functional Differential Equations
In this study, a novel mathematical model based on third‐order nonlinear multisingular functional differential equations (MS‐FDEs) is presented. The designed model is solved by using a well‐known differential transformation (DT) scheme that is a very credible tool for solving the nonlinear third‐order nonlinear MS‐FDEs. In order to check the exactness,
Zulqurnain Sabir +3 more
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Analytical and Approximate Solutions of a Novel Nervous Stomach Mathematical Model
The stomach is usually considered as a hollow muscular sac, which initiates the second segment of digestion. It is the most sophisticated endocrine structure having unique biochemistry, physiology, microbiology, and immunology. The pivotal aim of the present study is to propose the nonlinear mathematical model of the nervous stomach system based on ...
Yolanda Guerrero Sánchez +4 more
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Hocam Mâhir İz Bey ile Hâtıralarım
Merhum Mâhir İz Bey hocamız, hayatında sohbetleri ve gösterdiği yakın ilgiyle, benim de içinde bulunduğum, dine karşı tamamen bilgisiz ve dolayısıyla ilgisiz kalmış yüzlerce gencin hidâyetine vesile olmuştu.
Mehmet Ertuğrul Düzdağ
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