Lab of Ecology and Environmental Science, Agricultural University of Athens, Iera Odos 75, Athens, Votanikos, 11855, Greece.
Institute of Ecology, Key Laboratory of Agrometeorology of Jiangsu Province, School of Applied Meteorology, Nanjing University of Information Science & Technology, Nanjing 210044, China.
Sci Total Environ. 2019 Sep 10;682:623-628. doi: 10.1016/j.scitotenv.2019.05.212. Epub 2019 May 15.
Hormesis is a fundamental notion in ecotoxicology while competition between organisms is an essential notion in population ecology and species adaptation and evolution. Both sub-disciplines of ecology deal with the response of organisms to abiotic and biotic stresses. In ecotoxicology, the Linear-non-Threshold (LNT), Threshold and Hormetic models are used to describe the dominant responses of a plethora of endpoints to abiotic stress. In population ecology, the logistic, theta-logistic and the Allee effect models are used to describe the growth of populations under different responses to (biotic) stress induced by population density. The per capita rate of population increase (r) measures species fitness. When it is used as endpoint, the responses to population density seem to perfectly correspond to LNT, Threshold and Hormetic responses to abiotic stress, respectively. Our analysis suggests the Allee effect is a hormetic-like response of r to population density, an ultimate biotic stress. This biphasic dose-response model appears across different systems and situations (from molecules to tumor growth to population dynamics), is highly supported by ecological and evolutionary theory, and has important implications in most sub-disciplines of biology as well as in environmental and earth sciences. Joined multi-disciplinary efforts would facilitate the development and application of advanced research approaches for better understanding potential planetary-scale implications.
毒理学中的兴奋效应是一个基本概念,而生物之间的竞争则是种群生态学和物种适应与进化的一个基本概念。生态学的这两个分支都涉及生物体对非生物和生物胁迫的反应。在毒理学中,线性无阈值 (LNT)、阈值和兴奋效应模型用于描述大量终点对非生物胁迫的主要反应。在种群生态学中,逻辑斯谛、θ逻辑斯谛和阿利效应模型用于描述在不同的(生物)胁迫下,由于种群密度而产生的种群增长的情况。种群的个体增长率(r)衡量物种的适应性。当它作为终点时,种群密度的反应似乎与非生物胁迫的 LNT、阈值和兴奋效应完全对应。我们的分析表明,阿利效应是 r 对种群密度的一种类似兴奋的反应,是最终的生物胁迫。这种双相剂量-反应模型出现在不同的系统和情况下(从分子到肿瘤生长到种群动态),得到了生态和进化理论的高度支持,并对生物学的大多数分支以及环境和地球科学都有重要的影响。联合多学科的努力将有助于开发和应用先进的研究方法,以更好地理解潜在的行星尺度的影响。