| Literature DB >> 32431740 |
Kristofer Wollein Waldetoft1, Lars Råberg2, Rolf Lood3.
Abstract
Key topics in the study of host-microbe interactions-such as the prevention of drug resistance and the exploitation of beneficial effects of bacteria-would benefit from concerted efforts with both mechanistic and evolutionary approaches. But due to differences in intellectual traditions, insights gained in one field rarely benefit the other. Here, we develop a conceptual and analytical framework for the integrated study of host-microbe interactions. This framework partitions the health effects of microbes and the effector molecules they produce into components with different evolutionary implications. It thereby facilitates the prediction of evolutionary responses to inhibition and exploitation of specific molecular mechanisms.Entities:
Keywords: commensal; evolution; infection; probiotic; resistance; symbiosis; tolerance; virulence; virulence factor
Year: 2020 PMID: 32431740 PMCID: PMC7232753 DOI: 10.1111/eva.12952
Source DB: PubMed Journal: Evol Appl ISSN: 1752-4571 Impact factor: 5.183
Figure 1(a) The microbial densities for three host types (blue, purple, red) are illustrated. The host types vary in resistance. (b) The same simulated data as in (a) are plotted with host health against microbial density. The host types (blue, purple, red; as in [a]) vary in resistance, but not in tolerance. (c) The health–density relationships for three host types (blue, purple, red; not identical to those in [a] and [b]) are illustrated. Host types vary in tolerance, but not in resistance
Figure 2(a) Three host–microbe combinations are represented. The health effects are positive (b > 0; blue), neutral (b = 0; purple), and negative (b < 0; red). There is also variation in mean microbial density (c̄). (b) Host health is represented as baseline health (a) plus the effect of the host‐microbe interaction (bc). The contributions of the microbe and host are given at the top and bottom, respectively. (c) The solid line represents the health–density relationship for a knockout strain, and the dashed lines represent possible health–density relationships for the corresponding wild type. If the wild type has a more positive or less negative slope than the knockout (b), the factor is a benevolence factor (blue arrow). If instead the wild type has a less positive or more negative slope than the knockout (b), the factor is a malevolence factor (red arrow). If the wild type attains higher densities than the knockout ( ), the factor is a proliferation factor (black arrow). A pure benevolence or malevolence factor changes only the slope, not the average density, and a pure proliferation factor increases the density without affecting the slope. A single factor may affect both benevolence and proliferation