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The rate of resources change was determined by the equations coefficient for which were found on the basis of the analysis of indicators dynamics for the period from 1900 to 1970.
Harvest rate curves can be used to investigate the forager's intake rate of resources at different stages of its foraging bout.
Expenditure for intermediate services showed an average increase of 5%, driven in particular by the high growth rate of resources devoted to rehabilitation structures (9%).
Theory states that an optimal forager should exploit a patch so long as its harvest rate of resources from the patch exceeds its energetic, predation, and missed opportunity costs for foraging.
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The approach avoids overutilization of individual server resources, which are protected by dynamically setting the acceptance rate of resource-intensive requests.
Ciphers targeted for resource-constrained devices are regarded as lightweight ciphers, and either software or hardware implementations should improve the utilization rate of resource.
Both of these models show that the rate of resource use per unit area is independent of plant size, although both models assume different allometric exponents.
The decline in leaf mass per individual with increasing density results in a decrease in the rate of resource use and the allometric exponent β (Fig. 5).
Enqusit et al. [9] extended the energetic equivalence rule from mammal populations to plant populations based on the WBE theory, R = NmaxQ∝M3/4M−3/4 = M0, where R is the rate of resource use per unit area; Nmax is the maximum population density; Q is the average rate of resource use or the metabolic rate per individual; and M is the average individual mass.
The rate of biomass production, however, may not adequately reflect the metabolic rate or the rate of resource use because growth rates only provide estimates of an organism's net assimilation, and exclude any dissimilation energy.
Conversely, if an individual consumes 5% of its body weight per day, which is 150% of its body weight per month, then the per-capita instantaneous rate of resource consumption is ln(1.5) = 0.41.
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