Ch. 9 Flashcards
Mutualism
a reciprocally positive interaction between species (Bronstein, 2009).
Examples of facilitation
Nitrogen-fixing plants that release nitrogen into the soil that benefits non-nitrogen-fixing neighbors; salt marsh plants that provide shade and reduce evapotranspiration, thus reducing soil salinity and allowing less salt-tolerant species to survive.
Facilitation
s an interaction in which the presence of one species alters the environment in a way that enhances growth, survival, or reproduction of a second, neighboring species (Bronstein, 2009).
Foundational species
generally provide modified environments so that whole communities can develop within the environment.
provide structural habitat for other species
Ecosystem Engineers
modify the environment in a way that makes it more or less suitable for other species.
symbiosis
An intimate and persistent association between two species.
Could be positive or negative, and can exist on a continuum. Some debate about the definition in terms of whether or not it includes both positive and negative relationships.
For the purposes of this chapter we will only examine positive symbioses
Most mutualisms depend on
costs/benefits of the relationship.
Members of each species exchange resources or services, but
are vulnerable to exploitation.
How is cheating by one species or the other minimized?
Partner choice, partner fidelity
what is the modificed lotka-volterra model for two-species interactions
Used Lotka-Volterra model of two-species interactions; changed the sign of the interactions from negative to positive.
Species 1 equation: dN1/dt = r1N1 {K1 – N1 + α12 N2 / K1}
Species 2 equation: dN2/dt = r2N2 {K2 – N2 + α21 N1 / K2}
partner Choice - Example
Simms et al. 2006 found the yellow bush lupine preferentially allocates resources (makes larger nodules) to strains of Rhizobia bacterial strains (live in nodules on roots) that provided the greatest benefits to the plants.
When interaction coefficients are positive
both species together attain larger biomasses than separately, and a “stable knot” (equilibrium point) occurs.
As α and β increase
the equilibrium point continuously moves up and rightwards and finally passes into infinity.
Gause and Witt showed that
considering mutualisms within the L-V framework is unrealistic
For stable species coexistence to occur,
the positive effects of mutualism must be balanced by negative density dependence in some other area.