Rudolf Philippe Rohr
Lecturer, PhD, Group Leader
Office PER 01 - 0.361b
+41 26 300 8851
Our research focuses on theoretical community ecology and eco-evolutionary dynamics. We aim at developing a coherent and extensive theory bridging coexistence theory, the biodiversity ecosystem-functioning relationship, the architecture of ecological networks, and species coevolution. Our aim is to unravel and understand the key factor shaping the sustainability of ecosystems and their functioning. Our research questions include:
We combine field data and theoretical models to understand coexistence and coevolution and their implication on ecosystem functioning.
In Saavedra, Rohr et al. (2017), we formalise a multidimensional approach to coexistence theory: the structural approach. The aim of coexistence theory is to provide metrics for coexistence and then to study how abiotic and biotic factors impact those metrics. The structural approach extends the modern coexistence theory by going beyond pairwise interactions and by fully incorporating the indirect effects that emerge from multispecies interactions. We apply the structural approach to several systems such as mutualistic networks (2014, 2016), food-webs (2016, 2017), economy (2014). Recently, we provided a guideline to the structural approach for multi-trophic and changing ecological communities (2018).
Graphical representation of the structural approach to coexistence theory. The angles Omega and theta define the structural niche and fitness difference (from 2017).
We aim at providing a mechanistic understanding of relationship between biodiversity and ecosystem-functioning (the BEF relationship). Using community dynamic models, we infer how species persistence, biodiversity, biomass production, and biomass distribution (evenness) are related (2016, 2018).
Graphical representation of the relationships between species persistence, biomass distribution (evenness), and biomass production (from 2016).
Recently (2018), we derived a mechanistic model to the BEF relationship. Its main advantage is the interpretation of the slope in terms of interspecific competition; the slope is inversely related to the average level of competition.
The BEF relationship in natural microbial microcosms and its temperature dependence. Our mechanistic model predicts that a temperature increase results in higher levels of competition, which in turn, flatten the BEF relationship (from 2018).
Ecological networks depict the set of interspecific interactions among species in an ecosystem. We developed statistical models aiming at inferring, reconstructing, and predicting the architecture of networks (2010, 2016). Our latest model: the matching -centrality models aims at quantifying matching and centrality traits for each species. Those traits can be correlated to species traits and, then, used to reconstruct and forecast network structure (2016, 2017).
The matching-centrality model (from 2016).