WP 6: Ecological Networks Principal investigators: Jordi Bascompte (Sevilla) & Joan Saldaña...
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Transcript of WP 6: Ecological Networks Principal investigators: Jordi Bascompte (Sevilla) & Joan Saldaña...
WP 6: Ecological Networks
Principal investigators:
Jordi Bascompte (Sevilla)
&
Joan Saldaña (Girona)
Postdoc investigator:
Josep-Lluís Garcia (Girona)
Related research topics of PIs
Structured population dynamics (JS)
Adaptive dynamics (JS)
Habitat destruction & metapop. dynamics (JB, JS)
Food-web structure and dynamics (JB)
Spatial dimension of community dynamics (JB)
Plant-animal coevolutionary networks (JB)
Complexity in Ecology
Since the 70s it is well known that simple models can display complex dynamics
Dinamical complexity
Several ways of introducing complexity into ecological models to capture the structural complexity of natural systems
Complexity in Ecology (II) At the population level:
Individuals can be classified according to internal variables (age, size, rank, stage, ...) rellevant for their physiological state
Populations are not described by a number but by a density of individuals with respect to the internal variables
Individuals can also be located in the space → density with respect to the space and the internal variables
Population complexity
Example of complex life cycle:Complexity in Ecology (III)
Questions at the population level
Role of hierarchical / asimetrical competition in the ecological stability (rank vs scramble competition)
Effects of the population structure on the food-chain dynamics (persistence, stabilizing effect)
Evolutionary stable traits (strategies) (f.ex., optimal transition rates among individual stages, optimal resource allocation, etc.)
Complexity in Ecology (IV)
Complexity in Ecology (V)
At the community level:
Community = a highly interconnected assemblage of species characterized by recurrent food-web structures (motifs)
= complex network of interactions
Sorts of interactions: predation, competition, mutualism, ...
Trophic interactions in the web
Interaction motifs in food websComplexity in Ecology (VI)
predator
consumer
resource
Questions at the community level
Topological properties of static food webs (connectivity vs number of species, degree distribution, degree correlations, interaction strenght motifs, ...)
Food-web structure and stability → The diversity-stability debate
→ The role of body size in the trophic interations
Growing food webs: assembly models and evolutionary models
Complexity in Ecology (VII)
Complexity in Ecology (VIII)
Examples of food webs:
Montoya & Solé (2003)
Complexity in Ecology (IX)
Statistical description of food webs:
Montoya & Solé (2003)
Population complexity & Metapop
The structured population formalism is similar to the one used in metapopulations
individual stage → local population
population → metapopulation
transition rate → migration rate
Popul. complexity & Metapop (II)
stage/popul. 1
stage/popul. 2
stage/popul. 3
transition / migration 1 → 2
Popul. complexity & Metapop (III)
Population dynamics in discrete time:
where P(t)=P(N(t)) is given by
structured population
metapopulations
)()()1( tNtPtN
)()()( tFtTStP
)()()( tRtDtP
transition fecundity
dispersal matrix reproduction matrix
survival
Popul. complexity & Metapop (IV)
What are the evolutionarily stable transition rates / dispersal rates in the previous model?
Ideal free distribution among stages / populations
The ideal free distribution (Fretwell & Lucas, 1970) is a hypothesis about how organisms would distribute themselves in a space composed of habitats of different suitability if they were free to move so as to maximize their fitness
→ Individuals will so distribute themselves as to equa-lise the actual fitnesses in different stages / habitats
Metapopulations + food webs
Melián, Bascompte & Jordano (2005)
local population
local food chain
metapopulation
Research objectives of the WP
Analytical results on persistence theory in food webs: study of the effect of different nonlinearities in food-web models on the dynamical properties of the solutions
Mean-field approximation to metapopu-lation (and vegetation) dynamics