Suppr超能文献

野外研究中的营养几何学:以野生灵长类动物为例

Geometry of nutrition in field studies: an illustration using wild primates.

作者信息

Raubenheimer David, Machovsky-Capuska Gabriel E, Chapman Colin A, Rothman Jessica M

机构信息

Faculty of Veterinary Science, The Charles Perkins Centre, School of Biological Sciences, University of Sydney, Sydney, Australia,

出版信息

Oecologia. 2015 Jan;177(1):223-34. doi: 10.1007/s00442-014-3142-0. Epub 2014 Nov 30.

Abstract

Nutritional geometry has shown the benefits of viewing nutrition in a multidimensional context, in which foraging is viewed as a process of balancing the intake and use of multiple nutrients. New insights into nutrient regulation have been generated in studies performed in a laboratory context, where accurate measures of amounts (e.g. eaten, converted to body mass, excreted) can be made and analysed using amounts-based nutritional geometry. In most field situations, however, proportional compositions (e.g. of foods, diets, faeces) are the only measures readily available, and in some cases are more relevant to the problem at hand. For this reason, a complementary geometric method was recently introduced for analysing multi-dimensional data on proportional compositions in nutritional studies, called the right-angled mixture triangle (RMT). We use literature data from field studies of primates to demonstrate how the RMT can provide insight into a variety of important concepts in nutritional ecology. We first compare the compositions of foods, using as an example primate milks collected in both the wild and the laboratory. We next compare the diets of different species of primates from the same habitat and of the same species (mountain gorillas) from two distinct forests. Subsequently, we model the relationships between the composition of gorilla diets in these two habitats and the foods that comprise these diets, showing how such analyses can provide evidence for active nutrient-specific regulation in a field context. We provide a framework to relate concepts developed in laboratory studies with field-based studies of nutrition.

摘要

营养几何学已表明在多维背景下看待营养的益处,其中觅食被视为平衡多种营养素摄入和利用的过程。在实验室环境中进行的研究产生了对营养调节的新见解,在这种环境下,可以使用基于数量的营养几何学对数量(如摄入、转化为体重、排泄)进行准确测量并分析。然而,在大多数野外情况下,比例组成(如食物、饮食、粪便的比例组成)是唯一容易获得的测量方法,而且在某些情况下与手头的问题更相关。出于这个原因,最近引入了一种补充性的几何方法,用于分析营养研究中比例组成的多维数据,称为直角混合三角形(RMT)。我们使用来自灵长类动物野外研究的文献数据来证明RMT如何能够洞察营养生态学中的各种重要概念。我们首先比较食物的组成,以野生和实验室采集的灵长类动物乳汁为例。接下来,我们比较来自同一栖息地的不同灵长类物种以及来自两个不同森林的同一物种(山地大猩猩)的饮食。随后,我们对这两个栖息地大猩猩饮食组成与构成这些饮食的食物之间的关系进行建模,展示这种分析如何能够为野外环境中特定营养素的主动调节提供证据。我们提供了一个框架,将实验室研究中形成的概念与基于野外的营养研究联系起来。

文献AI研究员

20分钟写一篇综述,助力文献阅读效率提升50倍。

立即体验

用中文搜PubMed

大模型驱动的PubMed中文搜索引擎

马上搜索

文档翻译

学术文献翻译模型,支持多种主流文档格式。

立即体验