| Literature DB >> 30143679 |
Takao Sasaki1,2,3, Stephen C Pratt4,5, Alex Kacelnik6.
Abstract
Both a single ant and the colony to which it belongs can make decisions, but the underlying mechanisms may differ. Colonies are known to be less susceptible than lone ants to "choice overload", whereby decision quality deteriorates with increasing number of options. We probed the basis of this difference, using the model system of nest-site selection by the ant Temnothorax rugatulus. We tested the applicability of two competing models originally developed to explain information-processing mechanisms in vertebrates. The Tug of War model states that concurrent alternatives are directly compared, so that choosing between two alternatives takes longer than accepting a single one. In contrast, the Sequential Choice Model assumes that options are examined in parallel, and action takes place once any option reaches a decision criterion, so that adding more options shortens time to act. We found that single ants matched the Tug of War model while colonies fitted the Sequential Choice model. Our study shows that algorithmic models for decision-making can serve to investigate vastly different domains, from vertebrate individuals to both individuals and colonies of social insects.Entities:
Mesh:
Year: 2018 PMID: 30143679 PMCID: PMC6109163 DOI: 10.1038/s41598-018-30656-7
Source DB: PubMed Journal: Sci Rep ISSN: 2045-2322 Impact factor: 4.379
Figure 1Illustrations of the accumulation of evidence over time for competing options in the tug-of-war model (a) and the sequential choice model (b). In the ToW model, a decision is made when the difference of signals (ΔS) between the options reaches one of the thresholds (tg or tp). In the SCM, each signal accumulates independently, and a decision is made when one of them reaches the single threshold (t). The good and poor curves represent frequency distributions of decision-making latencies observed for each option when it is the only one present. This figure is recreated based on Kacelnik et al.[28].
Comparison of experimental results with predictions of the Tug-of-War (ToW) model and the Sequential Choice model (SCM).
| ToW | SCM | Results for individuals | Results for colonies | |
|---|---|---|---|---|
|
| Longer in binary, due to comparative evaluation | Shorter in binary, due to cross censorship |
|
|
|
| Much shorter in binary, due to strong cross censorship | No difference |
| |
|
| Weakly shorter in binary, due to weak cross censorship |
| No difference |
The second and third columns show each model’s expected differences between the latency to choose an option from a binary set and the latency to take the same option when it is the only one available. The fourth and fifth columns show the latency differences actually observed for individuals and colonies, respectively. Note that latencies of decision making are compared only within each subject group (individuals or colonies). Significant latency differences (p < 0.05) are shown in boldface, with the supported model indicated in parentheses.
Figure 2Decision-making latencies for individuals (left column) and colonies (right column). (a,b) comparison between the good option and the poor option when a single option is present, (c,d) comparison between the single option condition and the binary choice condition, (e,f) comparison between the single option condition in which the poor option was present and the binary choice condition in which subjects chose the poor option, (g,h) comparison between the single option condition in which the good option was present and the binary choice condition in which subjects chose the good option. Each box extends between the lower and upper quartiles, a horizontal line within the box indicates the median, and whiskers show the range of the data, except for outliers indicated by open circles. Each number above a box is a sample size for the group. Within each panel, the latencies were compared using a Mann-Whitney U test (significant p values are shown in bold).
Figure 3Experimental arena for the binary choice condition. The single option conditions used a similar setup, but only one of the two target nests (either good or poor) was present. In each test, subjects started in the home nest and were induced to move to a new cavity. The good nest has a smaller entrance (2 mm) than the poor nest (5.5 mm). The locations of the target nests were randomized in each test.