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Carriers and cutters: size-dependent caste polyethism in the tropical fire ant (Solenopsis geminata)

Published online by Cambridge University Press:  18 November 2019

Ming-Chung Chiu
Affiliation:
Department of Biology, Graduate School of Science, Kobe University, Kobe6578501, Japan
Wen-Jer Wu
Affiliation:
Department of Entomology, National Taiwan University, 27, Lane 113, Sec. 4, Roosevelt Rd., Taipei10617, Taiwan
Li-Chuan Lai*
Affiliation:
Department of Ecological Humanities, Providence University, 200, Sec. 7, Taiwan Boulevard, Shalu Dist., Taichung City 43301, Taiwan
*
Author for correspondence: Li-Chuan Lai, Email: lclai@pu.edu.tw
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Abstract

Body size is an important life-history trait in eusocial insects which plays a key role in colony fitness. The division of labour, represented by caste polyethism, correlates with divergent morphological traits. Size polymorphism has been noted in the tropical fire ant, Solenopsis geminata; however, little is known regarding the differences in the size distributions of workers performing foraging tasks. In the present study, task partitioning was observed in the foraging activities of S. geminata. Two subgroups among foraging workers of S. geminata were discovered using the Gaussian mixture model: a large worker group (head width ≥ 0.924 mm) and a small worker group (head width < 0.924 mm). The foraging worker population comprised two distinct groups – 25.64% were large workers and 74.36% were small workers. Larger workers delivered heavier seeds faster than smaller workers, but this difference became less apparent when lighter seeds were being carried. When large prey such as crickets was encountered during foraging, S. geminata partitioned their tasks into cutting and transportation. The large workers were observed to cut cricket prey into fragments with their longer mandibles, and the small workers then transported these fragments back to the nest. These results present evidence of task partitioning among tropical fire ants, with different tasks being performed by ants of different castes.

Information

Type
Research Paper
Copyright
Copyright © Cambridge University Press 2019
Figure 0

Figure 1. Diagram of the behavioural experiments. For the speed measurement, five test seeds of C. equisetifolia were placed in the foraging area (5.5-cm diameter plastic Petri dish), which was connected to the nest. The speed of seed delivery was determined by measuring the amount of time that a foraging worker ant spent crossing the bridge (10 × 1 cm2) while carrying a seed. See Supplementary Movie S3 (a).

Figure 1

Figure 2. Head-width distribution of S. geminata, estimated using the Gaussian mixture model. The dashed line represents the distribution of each of the 28 colonies, and the solid line represents the distribution from the pooled data. The boundary indicates the head width at the intersection of the two distributions. The boxplots indicate the estimated mean value of the head width in each of the 28 colonies.

Figure 2

Table 1. Head widths (distance between the eyes) and percent of the 600 randomly sampled foraging workers in each of the 28 examined colonies of S. geminata

Figure 3

Figure 3. Speed of S. geminata workers delivering different weights of C. equisetifolia seed. The lines represent the correlations between the size and delivery speed of worker ants according to a linear regression model. The seed weights are presented as factors of one C. equisetifolia seed; 3× the seed weight averaged 3.9 mg, 1× was 1.3 mg and 0.25× was 0.3 mg. Levels of significance are calculated from the likelihood ratio test for the linear mixed models (the details are shown in Table 2).

Figure 4

Figure 4. Speed of S. geminata workers delivering different weights of C. equisetifolia seeds. The workers were categorized into large (right) and small (left) groups on the basis of the head width boundary of 0.924 mm, which was estimated using the Gaussian mixture model. Numbers in parentheses indicate the total number of workers sampled. The letters (a, b, c and d) represent the statistical significance based on pairwise Wilcoxon rank sum tests, adjusted by Bonferroni correction. The seed weights are presented as factors of one C. equisetifolia seed; 3× the seed weight averaged 3.9 mg, 1× was 1.3 mg and 0.25× was 0.3 mg.

Figure 5

Table 2. Fixed effects of the seed weight on the seed delivery speed

Figure 6

Figure 5. Proportions of large workers among the foraging workers that delivered different weights of C. equisetifolia seeds and ‘cricket fragments’ and fragmented the whole body of crickets. The seed weights were represented by fold multiplication of one C. equisetifolia seed; 12 × the seed weight averaged 15.6 mg, 6× was 7.6 mg, 3× was 3.9 mg, 1× was 1.3 mg, and 0.25× was 0.3 mg. ‘Cricket fragments’ indicates workers delivering cricket parts that had been artificially fragmented beforehand, whereas ‘Carrier’ indicates workers delivering fragments cut by other workers. ‘Cutter’ indicates workers fragmenting the cricket body. Level of significance is calculated from the likelihood ratio test for the generalized linear mixed models (χ2 = 297.75, df = 7, P < 0.001) with the letters (a, b, c) represent the statistical significance based on pairwise differences (multiple comparisons conducted using a Tukey's honestly significant difference test).

Figure 7

Figure 6. Proportion of large workers involved in delivering cricket fragments (carriers) and fragmenting the whole body of the cricket (cutters), respectively, among the 10 examined colonies. Data from the same colonies are linked by a line while the dotted lines indicate the data from five pre-examined colonies and the solid line indicated the four colonies whose data are also included in the analysis in fig. 5. One pre-examined colonies whose worker did not display the delivering behaviour was only showed the proportion of the cutters. Level of significance is calculated from the likelihood ratio test for the generalized linear mixed models (χ2 = 161.94, df = 1, P < 0.001).

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