Resource competition can vary from completely symmetric (all individuals receive the same amount of resources, irrespective of their size, known also as
scramble competition) to perfectly size-symmetric (all individuals exploit the same amount of resource per unit biomass) to absolutely size-asymmetric (the largest individuals exploit all the available resource). The degree of size asymmetry can be described by the parameter
θ in the following equation focusing on the partition of the resource
r among
n individuals of sizes
Bj. {{#tag:math|/\sum_{j=1}^{n}(B_j)^\theta}} where
ri refers to the amount of resources consumed by individuals in the neighbourhood of
j. When
θ = 1, competition is perfectly size-symmetric—e.g., if a large individual is twice the size of its smaller competitor, the large individual will acquire twice the amount of that resource (i.e. both individuals will exploit the same amount of resource per biomass unit). When
θ > 1, competition is size-asymmetric—e.g., if a large individual is twice the size of its smaller competitor and
θ = 2, the large individual will acquire four times the amount of that resource (i.e., the large individual will exploit twice the amount of resource per biomass unit). As
θ increases, competition becomes more size-asymmetric, and larger plants get larger amounts of resources per unit of biomass compared with smaller plants. == Differences in size asymmetry among resources in plant communities ==