On a generalized Klausmeier model.

Q1 Arts and Humanities

Journal of Transatlantic Studies Pub Date : 2023-08-16 DOI:10.3934/mbe.2023734

Martha Paola Cruz de la Cruz, Daniel Alfonso Santiesteban, Luis Miguel Martín Álvarez, Ricardo Abreu Blaya, Hernández-Gómez Juan Carlos

引用次数: 0

Abstract

In this paper we study a generalized Klausmeier model replacing the integer derivative by a local fractional derivative. This derivative enables us to consider a wide range of systems with already well-known derivatives. We analyze the stability of this new model as well as the homotopic perturbation method. Finally, an inverse problem associated with a real data set is solved.

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在广义Klausmeier模型上

本文研究了用局部分数阶导数代替整数阶导数的广义Klausmeier模型。这个衍生品使我们能够考虑范围广泛的系统已经众所周知的衍生品。我们分析了该模型的稳定性以及同伦摄动方法。最后，求解了一个与实际数据集相关的逆问题。

本文章由计算机程序翻译，如有差异，请以英文原文为准。

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来源期刊

Journal of Transatlantic Studies Arts and Humanities-History

CiteScore

0.90

自引率

0.00%

发文量

期刊介绍： The Journal of Transatlantic Studies is the official journal of the Transatlantic Studies Association. It began publication in 2003. The focus is on the transatlantic region broadly defined to include the Americas and the Caribbean in the west and Europe extending to Russia the Middle East and Africa in the east.The Journal explores and provides multi-disciplinary analysis of this vital region of the world through engagement principally with: - History - Literature - IR and Security Studies - International Law and Organisation - Culture and Race - Slavery and Migration - Film - Economics and Business Studies - Planning and the Environment It is published quarterly and accepts proposals for themed issues as well as individual articles between 5-12,000 words in length. It also has a short book review section. Two peer reviewers evaluate all submissions and any manuscript that divides opinion is then submitted to a third peer reviewer for a final decision. The JTS aims to provide decisions on submissions within 12 weeks.