2021
DOI: 10.1007/s00285-021-01676-1
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Differential equation model for central-place foragers with memory: implications for bumble bee crop pollination

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Cited by 6 publications
(23 citation statements)
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“…In our earlier work (Capera-Aragones et al, 2021), we showed that adding intermediate wildflower quantities in a location such that the crop is between the nest site and the wildflowers lead to the largest increase in crop pollination services. In the present paper, in addition to the location and quantity of wildflowers, we investigated the effects of the pollen and nectar composition of the wildflower patch (differentiation or type) relative to the crop and the effects of the density of the wildflower background (matrix) in the landscape.…”
Section: Wildflower Plantings Benefit Crop Pollinationmentioning
confidence: 87%
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“…In our earlier work (Capera-Aragones et al, 2021), we showed that adding intermediate wildflower quantities in a location such that the crop is between the nest site and the wildflowers lead to the largest increase in crop pollination services. In the present paper, in addition to the location and quantity of wildflowers, we investigated the effects of the pollen and nectar composition of the wildflower patch (differentiation or type) relative to the crop and the effects of the density of the wildflower background (matrix) in the landscape.…”
Section: Wildflower Plantings Benefit Crop Pollinationmentioning
confidence: 87%
“…In the same paper, it is shown that dividing the population into two sub-populations provides a better fit to organism movement data than models in which the population is considered homogeneous. Based on Tyson et al (2011), Capera-Aragones et al (2021) recently developed a mathematical model for wild bees, in which the foraging population is split into three different interacting sub-populations: Harvesting bees ( H ): those individuals that are collecting floral resources on the landscape and moving randomly from one flower to another (by diffusion). Scouting bees with memory ( S ): those bees that have knowledge of the landscape and use directed flight (advection) to move efficiently over larger distances, from one patch of flowers to another, or from the nest to a patch of flowers. These bees can be identified as exploiters if we follow the notation used in the empirical work done by Woodgate et al (2016). Scouting bees without memory ( Sn ): those bees that do not have knowledge of the landscape and use directed flights (advection) as well as diffusion to explore the landscape and find new patches of flowers.…”
Section: Model and Methodsmentioning
confidence: 99%
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