Some ordered fixed point theorems on metric spaces are equivalent to completeness and existences of maximal (or minimal) elements, common fixed points, common stationary points, etc. Some known or new theorems related to the Caristi fixed point theorem can be equivalently formula...
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Research Article10.9734/jamcs/2023/v38i11741
In this manuscript, we shall prove a common fixed point theorem for four weakly compatible self-maps \(\check{Z}\), \(\check{H}\), \(\check{Ω}\) and \(\check{K}\) on a metric space (M, \(d^{\circ}\)) satisfying the following generalized (\(\psi\), \(\phi\)- weak contraction: Also...
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Research Article10.9734/jamcs/2023/v38i21742
In the present paper, we establish fixed point theorems for mappings satisfying generalized weak contractive conditions in soft multiplicative metric space.
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Research Article10.9734/jamcs/2023/v38i11739
In this paper, we introduce a new concept like soft compatible maps, soft compatible maps, soft compatible map of type-I and soft compatible map of type-II in soft S-metric spaces. Finally, by the influence of these new concepts we will establish common fixed point theorem for fo...
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Research Article10.9734/jamcs/2023/v38i11738
The history of coronavirus can be traced to the 1960s when B184 and 229E coronaviruses were discovered in the nasal washing of individuals with the common cold. There was no worry about such viruses until 2003 when the first major outbreak of SARS was discovered in southern China...
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Research Article10.9734/jamcs/2023/v38i11737
Purpose: This paper aims to classify potato disease using convolutional neural network in different epochs to observe the best performance of the model. The best model will help the farmers to make different decisions to prevent the loss of potato production. Methodology: The pap...
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Research Article10.9734/jamcs/2022/v37i121735
The Duffing equation is one of the most unique and special non-linear differential equations in light of its many real-world applications in areas ranging from physics to economics. This paper sets out to investigate and study some existing numerical methods proposed by different...
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Research Article10.9734/jamcs/2022/v37i121736
The Landau-Lifshitz-Bloch equation is an important dynamical model for studying the magnetization of ferromagnets above Curie temperature. This article shows the global existence and uniqueness of smooth solutions of the modied Landau-Lifshitz-Bloch equation.
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Research Article10.9734/jamcs/2022/v37i121733
The issue of finite-time event-triggered sliding mode control (SMC) is investigated for a class of interval type- II fuzzy Markov jump systems with partially known transition probabilities. Firstly, for the sake of saving network resources, a dynamic event-triggered scheme (DETS)...
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Research Article10.9734/jamcs/2022/v37i121734
In this paper, a more robust estimator of the Shannon entropy is applied in place of an earlier estimator, to obtain an improved goodness-of-fit test to normality which is based on the Balakrishnan-Sanghvi measure of divergence. The statistic is affine invariant and consistent ag...
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Research Article10.9734/jamcs/2022/v37i121730