Modelling dynamics between free-living amoebae and bacteria

IF 4.3 2区 生物学 Q2 MICROBIOLOGY
Marwa Ali, Christopher A. Rice, Andrew W. Byrne, Philip E. Paré, Wendy Beauvais
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Abstract

Free-living amoebae (FLA) serve as hosts for a variety of endosymbionts, which are microorganisms that reside and multiply within the FLA. Some of these endosymbionts pose a pathogenic threat to humans, animals, or both. The symbiotic relationship with FLA not only offers these microorganisms protection but also enhances their survival outside their hosts and assists in their dispersal across diverse habitats, thereby escalating disease transmission. This review is intended to offer an exhaustive overview of the existing mathematical models that have been applied to understand the dynamics of FLA, especially concerning their interactions with bacteria. An extensive literature review was conducted across Google Scholar, PubMed, and Scopus databases to identify mathematical models that describe the dynamics of interactions between FLA and bacteria, as published in peer-reviewed scientific journals. The literature search revealed several FLA–bacteria model systems, including Pseudomonas aeruginosa, Pasteurella multocida, and Legionella spp. Although the published mathematical models account for significant system dynamics such as predator–prey relationships and non-linear growth rates, they generally overlook spatial and temporal heterogeneity in environmental conditions, such as temperature, and population diversity. Future mathematical models will need to incorporate these factors to enhance our understanding of FLA–bacteria dynamics and to provide valuable insights for future risk assessment and disease control measures.

Abstract Image

自由生活的变形虫和细菌之间的动力学模型。
自由生活阿米巴原虫(FLA)是多种内生共生体的宿主,这些内生共生体是在自由生活阿米巴原虫体内栖息和繁殖的微生物。其中一些内生菌对人类、动物或两者都构成致病威胁。与 FLA 的共生关系不仅为这些微生物提供了保护,还提高了它们在宿主之外的生存能力,并帮助它们在不同的生境中传播,从而加剧了疾病的传播。本综述旨在详尽概述现有的数学模型,这些模型已被用于了解 FLA 的动态,特别是它们与细菌的相互作用。我们在谷歌学术、PubMed 和 Scopus 数据库中进行了广泛的文献综述,以确定同行评审科学期刊上发表的描述 FLA 与细菌之间相互作用动态的数学模型。虽然已发表的数学模型考虑到了捕食者-被捕食者关系和非线性生长率等重要的系统动态,但它们通常忽略了环境条件(如温度)的时空异质性和种群多样性。未来的数学模型需要纳入这些因素,以加强我们对 FLA-细菌动态的了解,并为未来的风险评估和疾病控制措施提供有价值的见解。
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
Environmental microbiology
Environmental microbiology 环境科学-微生物学
CiteScore
9.90
自引率
3.90%
发文量
427
审稿时长
2.3 months
期刊介绍: Environmental Microbiology provides a high profile vehicle for publication of the most innovative, original and rigorous research in the field. The scope of the Journal encompasses the diversity of current research on microbial processes in the environment, microbial communities, interactions and evolution and includes, but is not limited to, the following: the structure, activities and communal behaviour of microbial communities microbial community genetics and evolutionary processes microbial symbioses, microbial interactions and interactions with plants, animals and abiotic factors microbes in the tree of life, microbial diversification and evolution population biology and clonal structure microbial metabolic and structural diversity microbial physiology, growth and survival microbes and surfaces, adhesion and biofouling responses to environmental signals and stress factors modelling and theory development pollution microbiology extremophiles and life in extreme and unusual little-explored habitats element cycles and biogeochemical processes, primary and secondary production microbes in a changing world, microbially-influenced global changes evolution and diversity of archaeal and bacterial viruses new technological developments in microbial ecology and evolution, in particular for the study of activities of microbial communities, non-culturable microorganisms and emerging pathogens
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