| Literature DB >> 28356567 |
Lisa J Evans1,2, Karen E Smith3, Nigel E Raine3,4.
Abstract
Despite widespread interest in the potential adaptive value of individual differences in cognition, few studies have attempted to address the question of how variation in learning and memory impacts their performance in natural environments. Using a novel split-colony experimental design we evaluated visual learning performance of foraging naïve bumble bees (Bombus terrestris) in an ecologically relevant associative learning task under controlled laboratory conditions, before monitoring the lifetime foraging performance of the same individual bees in the field. We found appreciable variation among the 85 workers tested in both their learning and foraging performance, which was not predicted by colony membership. However, rather than finding that foragers benefited from enhanced learning performance, we found that fast and slow learners collected food at comparable rates and completed a similar number of foraging bouts per day in the field. Furthermore, bees with better learning abilities foraged for fewer days; suggesting a cost of enhanced learning performance in the wild. As a result, slower learning individuals collected more resources for their colony over the course of their foraging career. These results demonstrate that enhanced cognitive traits are not necessarily beneficial to the foraging performance of individuals or colonies in all environments.Entities:
Mesh:
Year: 2017 PMID: 28356567 PMCID: PMC5428240 DOI: 10.1038/s41598-017-00389-0
Source DB: PubMed Journal: Sci Rep ISSN: 2045-2322 Impact factor: 4.379
Figure 1Correlations between (a) mean pollen collection rates (pollen score/min) and LPI of 30 bees that were observed to perform at least three pollen foraging bouts and (b) mean nectar collection rates (mg/min) and Learning Performance Index (LPI) of the 22 bees that were observed to perform at least three nectar foraging bouts. Lower LPI values indicate that the bee was a faster learner (i.e. made fewer errors). Neither correlation is statistically significant.
Candidate models to predict pollen and nectar collection efficiency by tested bees.
| Mean pollen collection | Mean nectar collection | |||
|---|---|---|---|---|
| AICc | Δ AICc | AICc | Δ AICc | |
| Basic |
|
| 76.77 | 14.46 |
| Worker age | −162.59 | 1.74 | 78.13 | 15.82 |
| Worker size | −161.82 | 2.51 | 79.71 | 17.41 |
| Colony age | −161.96 | 2.36 | 65.90 | 3.60 |
| Experience | −162.54 | 1.79 |
|
|
| Best model + LPI | −163.33 | 1.00 | 65.70 | 3.39 |
The basic model contained only the intercept and colony membership as a random factor. All other models contained the basic model and the additional fixed factors (predictors) specified in the model name. The model with the lowest AICc value out of the five initial models (indicated with an asterisk) had learning ability performance (LPI) added to it to determine whether this significantly decreased the AICc value (i.e. Δ AICc >2). The best model (based on the AICc value) is shown in bold.
Figure 2Correlations between Learning Performance Index (LPI) and (a) the number of days on which each bee foraged, (b) the mean number of foraging bouts undertaken per day and (c) the mean duration of foraging bouts. A line of best fit, generated from a least-square linear regression, has been added for ease of interpretation to the significant correlation in panel a. Data presented are for all 49 bees that were classified as ‘foraging’ once they were RFID tagged, with each dot representing a single bee. Figures do not describe ‘colony membership’ as this was included as a random factor in the best fitting model. Lower LPI values indicate that the bee was a faster learner (i.e. made fewer errors).
Candidate models to predict the number of days foraged, the mean number of bouts per day and mean bout duration.
| No. of days foraged | Mean bouts per day | Mean bout duration | ||||
|---|---|---|---|---|---|---|
| AICc | Δ AICc | AICc | Δ AICc | AICc | Δ AICc | |
| Basic | 90.59* | 12.35 | 326.25 | 25.54 | 161.48 | 7.80 |
| Worker age | 91.14 | 12.89 | 322.75 | 22.05 | 155.86 | 2.17 |
| Worker size | 93.36 | 15.12 | 326.37 | 25.66 | 163.53 | 9.84 |
| Colony age | 92.54 | 14.30 |
|
|
|
|
| Best model + LPI |
|
| 303.16 | 2.46 | 156.04 | 2.35 |
The basic model contained only the intercept and colony membership as a random factor. All other models contained the basic model and the additional fixed factors (predictors) specified in the model name. The model with the lowest AICc value out of the five initial models (indicated with an asterisk) had learning performance (LPI) added to it to determine whether this significantly decreased the AICc value (i.e. Δ AICc >2). The best model (based on the AICc value) is shown in bold.