| Literature DB >> 32724529 |
Magdalena Gajdošová1,2, Oldřich Sychra3, Jakub Kreisinger1, Ondřej Sedláček2, Eric Djomo Nana4, Tomáš Albrecht1,5, Pavel Munclinger1.
Abstract
Coevolutionary processes that drive the patterns of host-parasite associations can be deduced through congruence analysis of their phylogenies. Feather lice and their avian hosts have previously been used as typical model systems for congruence analysis; however, such analyses are strongly biased toward nonpasserine hosts in the temperate zone. Further, in the Afrotropical region especially, cospeciation studies of lice and birds are entirely missing. This work supplements knowledge of host-parasite associations in lice using cospeciation analysis of feather lice (genus Myrsidea and the Brueelia complex) and their avian hosts in the tropical rainforests of Cameroon. Our analysis revealed a limited number of cospeciation events in both parasite groups. The parasite-host associations in both louse groups were predominantly shaped by host switching. Despite a general dissimilarity in phylogeny for the parasites and hosts, we found significant congruence in host-parasite distance matrices, mainly driven by associations between Brueelia lice and passerine species of the Waxbill (Estrildidae) family, and Myrsidea lice and their Bulbul (Pycnonotidae) host species. As such, our study supports the importance of complex biotic interactions in tropical environments.Entities:
Keywords: cospeciation; feather lice; host switching; host–parasite associations; passerines; tropical ecology
Year: 2020 PMID: 32724529 PMCID: PMC7381757 DOI: 10.1002/ece3.6386
Source DB: PubMed Journal: Ecol Evol ISSN: 2045-7758 Impact factor: 2.912
Cospeciation analysis of feather lice and their avian hosts
| Parasite | Host | Host speciations accompanied by parasite cospeciation | Significant amount of cospeciation events or phylogenetic congruence | Source |
|---|---|---|---|---|
|
| Halcyoninae (Coraciiiformes) | 4 of 5 (80%) | Catanach et al. ( | |
|
| Alcedininae (Coraciiformes) | 5 of 8 (62.5%) | Catanach et al. ( | |
|
| Cerylinae (Coraciiformes) | 4 of 6 (66.6%) | † | Catanach et al. ( |
|
| Columbiformes | 7 of 19 (36.8%) | † | Johnson and Clayton ( |
|
| Columbiformes | 22 of 51 (43.1%) | † | Sweet, Boyd, and Johnson ( |
|
| Sphenisciformes | 4 of 17 (23.5%) | Banks et al. ( | |
| Subspecies of |
| 1 of 10 (10%) | Weckstein ( | |
|
| Procellariiformes | 9 of 11 (81.8%) | † | Page et al. ( |
|
| Several orders, mainly Passeriformes | 5 of 24 (20.8%) | Johnson et al. ( | |
|
| Passeriformes | NA | † | Sweet et al. ( |
|
| Columbiformes | 3 of 11 (27.3%) | Sweet et al. ( | |
|
| Columbiformes | 7 of 19 (36.8%) | † | Johnson and Clayton ( |
|
| Columbiformes | 3 of 12 (25%) | Clayton and Johnson ( | |
|
| Columbiformes | 7 of 22 (31.8%) | † | Clayton, Bush, et al. ( |
|
| Columbiformes | 7 of 27 (25.9%) | † | Johnson, Adams, Page, and Clayton ( |
|
| Columbiformes | 14 of 51 (27.4%) | † | Sweet et al. ( |
|
| Columbiformes | 1 of 12 (8.3%) | † | Sweet and Johnson ( |
|
| Columbiformes | 8 of 11 (72.7%) | † | Sweet et al. ( |
|
| Columbiformes | 1 of 12 (8.3%) | † | Sweet and Johnson ( |
|
| Procellariiformes | 5 of 8 (62.5%) | Page et al. ( | |
|
| Procellariiformes | 6 of 10 (60%) | Page et al. ( | |
|
| Procellariiformes | 4 of 4 (100%) | † | Paterson and Banks ( |
|
| Procellariiformes | 6 of 12 (50%) | Page et al. ( | |
|
| Procellariiformes | † | Hammer, Brown, Bugoni, Palma, and Hughes ( | |
|
| Procellariiformes | 9 of 11 (81.8%) | † | Page et al. ( |
|
| Pelecaniformes | 10–12 of 17 (59%–71%) | † | Hughes, Kennedy, Johnson, Palma, and Page ( |
| Philopteridae (Ischnocera) | Procellariiformes and Sphenisciformes | † | Paterson and Gray ( | |
| Philopteridae (Ischnocera) | Procellariiformes and Sphenisciformes | 9 of 10 (90%) | † | Paterson et al. ( |
| Philopteridae (Ischnocera) | aquatic birds | 5 of 9 (55.5%) | Johnson, Kennedy, and Mccracken ( | |
|
| Columbiformes | 8 of 12 (66.7%) | † | Clayton and Johnson ( |
| Philopteridae (Ischnocera) | Many bird orders | 6 of 36 (16.7%) | † | de Moya et al. ( |
|
| Columbiformes | 3 of 10 (30%) | † | Sweet and Johnson ( |
|
| Aquatic birds | 8 of 14 (57%) | † | Marshall ( |
|
| Several orders of birds | † | Catanach, Valim, Weckstein, and Johnson ( | |
|
| Swifts (Apodiformes) | 4 of 6 (67%) | † | Page, Lee, Becher, Griffiths, and Clayton ( |
|
| Swifts (Apodiformes) | 13 of 21 (57%) | † | Clayton, Al‐Tamimi, and Johnson ( |
|
|
| No congruence | Bueter et al. ( | |
|
|
| 1 of 6 (16%) | Štefka et al. ( |
More cospeciation events or stronger phylogenetic congruence than expected by chance is indicated by a dagger (†). Number of host speciations and accompanied parasite cospeciation are indicated when available as an original publication.
FIGURE 1Cryptospiza reichenovii and its Myrsidea parasite
Primers used for obtaining partial sequences of the elongation factor 1 alpha (EF1α) and hypothetical protein EOG9X3HC5 (hyp) in Myrsidea and Brueelia complex lice
| Locus | Primer name | Primer sequence (5′–3′) | Source |
|---|---|---|---|
| COI | L6625 | CCGGATCCTTYTGRTTYTTYGGNCAYCC | Hafner et al. ( |
| COI | H7005 | CCGGATCCACNACRTARTANGTRTCRTG | Hafner et al. ( |
| Wingless | Lep‐wg1a | GARTGYAARTGYCAYGGYATGTCTGG | Danforth, Brady, Sipes, and Pearson ( |
| Wingless | Lep‐wg2a | ACTICGCARCACCARTGGAATGTRCA | Danforth et al. ( |
| Wingless | Wg‐Myr‐F | ATGTCTGGRTCTTGCACGGTGAARAC | This paper |
| 18S rDNA | Ns1 | GTAGTCATATGCTTGTCTC | Barker, Whiting, Johnson, and Murrell ( |
| 18S rDNA | Ns2a | CGCGGCTGCTGGCACCAGACTTGC | Barker et al. ( |
| 18S rDNA | Ns‐Bru‐F | TGCATGTCTCAGTGCAAGCCGAAT | This paper |
| hyp | BR50‐181L | CTTGARCAATTRCAGAAAAAAGC | Sweet, Allen, and Johnson ( |
| hyp | BR50‐621R | GGRTTTTCWGGAGAYCTCATCC | Sweet et al. ( |
| EF1α | EF1‐For3 | GGNGACAAYGTTGGYTTCAACG | Danforth and Ji ( |
| EF1α | Cho10 | ACRGCVACKGTYTGHCKCATGTC | Danforth and Ji ( |
Models used for alignment subsets
| Alignment | Model | Alignment subset |
|---|---|---|
|
| HKY + I+ G | COI 1st position |
| GTR + G | COI 2nd position | |
| K80 + I+G | COI 3rd position | |
| 18S rRNA | ||
| EF1α 3rd position | ||
| HKY + G | Wingless 1st position | |
| EF1α 2nd position | ||
| JC | EF1α 1st position | |
| Wingless 2nd position | ||
| Wingless 3rd position | ||
|
| HKY + I+G | COI 1st position |
| GTR + G | COI 2nd position | |
| hyp 2nd position | ||
| SYM + I | COI 3rd position | |
| Wingless 2nd position | ||
| Wingless 3rd position | ||
| 18S rRNA | ||
| HKY + G | Wingless 1st position | |
| HKY | hyp 1st position | |
| HKY + G | hyp 2nd position |
FIGURE 2Bayesian phylogenetic trees of Myrsidea (based on COI, wingless, 18S rDNA, and EF1α) and the Brueelia complex (based on COI, wingless, 18S rDNA, and the hypothetical protein‐coding gene). Posterior probabilities are indicated at each node
FIGURE 3Tanglegram of passerine hosts (left) and Myrsidea parasites (right). The five cospeciation events found in Jane are represented by circles
FIGURE 4Tanglegram of passerine hosts (left) and Brueelia complex parasites (right). The five cospeciation events found in Jane are represented by circles
FIGURE 5Contribution of individual host–parasite associations to the global codivergence signal based on Procrustes analysis of distance matrices between Myrsidea lice and their hosts (a) and Brueelia complex lice and their hosts (b). Squared residual 95% confidence intervals are shown. The dashed line indicates the median squared residual value. Bulbul (Pycnonotidae) host associations with Myrsidea lice and Waxbill (Estrildidae) host associations with Brueelia complex lice are shown in bold