A nonstandard compact finite difference method for a truncated Bratu–Picard model
<p>In this paper, we used the nonstandard compact finite difference method to numerically solve one-dimensional truncated Bratu-Picard equations and discussed the convergence analysis of the proposed method. Depending on the parameters in the mentioned equation, it may have no solution, one solution, or two solutions; also, it may have infinitely
Maryam Arabameri +3 more
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The complex and ever-changing characteristics of epidemic modelling, particularly when considering random elements, provide a substantial obstacle in creating precise and practical numerical methods for solving differential equations.
Muhammad Shoaib Arif +2 more
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Solution of differential equations using nonstandard finite difference methods
Diferansiyel denklemler gercek hayat problemlerinin modellenmesinde sıklıklakullanılmaktadır. Bununla birlikte genel olarak bu denklemler tam cozume sahip degildirler.Bu problemlerin cozumlerini elde etmek icin arastırmacılar ceşitli sayısal yöntemlerkullanmıslardır.
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Nonstandard finite difference method of modelling zoonotic diseases
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Delay-driven dynamics in a host-vector model of canine Chagas disease. [PDF]
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Mathematical analysis of a stochastic delay model for respiratory syncytial virus dynamics. [PDF]
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A dynamically consistent discrete-time model for monkeypox transmission with implications for quarantine policies. [PDF]
Türk K, Gümüş M.
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Dynamic behavior of a stochastic epidemic model for skin sores: theoretical and computational perspectives. [PDF]
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Transmission dynamics of mumps epidemic model through stochastic analysis with delay effect. [PDF]
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Rumor and counter-rumor dynamics in a stochastic delay-fractional framework: a GL-NSFD approach. [PDF]
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