| Literature DB >> 26913044 |
Xiuyan Feng1, Jian Liu1, Xun Gong2.
Abstract
The Cycas segmentifida complex consists of eight species whose distributions overlap in a narrow region in Southwest China. These eight taxa are also morphologically similar and are difficult to be distinguished. Consequently, their taxonomic status has been a matter of discussion in recent years. To study this species complex, we sequenced four plastid intergenic spacers (cpDNA), three nuclear genes and genotyped 12 microsatellites for the eight taxa from 19 different localities. DNA sequences were analyzed using Maximum Likelihood (ML) method and Bayesian Inference (BI), and microsatellites were analyzed using the Neighbor-joining (NJ) and structure inference methods. Results of cpDNA, nuclear gene GTP and microsatellites all rejected the hypotheses that this complex consisted of eight taxa or one distinct lineage (species) but two previously described species were adopted: Cycas guizhouensis K. M. Lan et R. F. Zou and Cycas segmentifida D. Y. Wang et C. Y. Deng. Cycas longlinensis H. T. Chang et Y. C. Zhong was included in C. guizhouensis and the other five taxa were included in C. segmentifida. Our species delimitation inferred from molecular data largely corresponds to morphological differentiation. However, the other two nuclear genes were unable to resolve species boundaries for this complex independently. This study offered evidences from different genomes for dealing with the species boundaries and taxonomical treatment of the C. segmentifida complex in an integrated perspective.Entities:
Keywords: Cycas segmentifida complex; delimitation; phylogeny; species; synonym
Year: 2016 PMID: 26913044 PMCID: PMC4753401 DOI: 10.3389/fpls.2016.00134
Source DB: PubMed Journal: Front Plant Sci ISSN: 1664-462X Impact factor: 5.753
Details of sample locations, sample sizes (n) surveyed for DNA sequences and microsatellites of eight taxa of the .
| Longlin, Guangxi; LL; 5/20 | 24.665 | 104.889 | 970 | |
| Yangping, Xingyi, Guizhou; YP; 5/20 | 24.938 | 104.994 | 930 | |
| Luowan, Xingyi, Guizhou; LW; 5/20 | 24.681 | 104.686 | 880 | |
| Xilin, Guangxi; XL; 5/20 | 24.606 | 104.611 | 860 | |
| Mile, Yunnan; ML; 5/20 | 24.181 | 103.632 | 1430 | |
| Kaiyuan, Yunnan; KY; 5/20 | 23.829 | 103.180 | 1400 | |
| Bada, Xilin, Guangxi; BDN; 2/2 | 24.492 | 105.091 | 750 | |
| Bianya, Longlin, Guangxi; BY; 5/20 | 24.754 | 105.468 | 560 | |
| Jiuzhou, Tianlin; Guangxi; JZ; 5/10 | 24.657 | 105.780 | 490 | |
| Lekuan, Wangmo, Guizhou; LK; 5/20 | 25.304 | 106.363 | 650 | |
| Boai, Funing, Yunnan; BA; 5/20 | 23.936 | 106.090 | 300 | |
| Bamei, Guangnan, Yunnan; BM; 5/20 | 24.418 | 104.897 | 960 | |
| Badu, Tianlin, Guangxi; BD; 5/15 | 24.327 | 105.827 | 300 | |
| Yangxu, Baise, Guangxi; YX; 5/7 | 23.982 | 106.485 | 350 | |
| Luolou, Lingyun, Guangxi; LLB; 5/12 | 24.367 | 106.810 | 760 | |
| Shali, Lingyun, Guangxi; SL; 5/14 | 24.241 | 106.811 | 490 | |
| Pohong, Tianyang, Guangxi; PH; 5/20 | 23.652 | 106.736 | 570 | |
| Gumei, Pohong, Tianyang, Guangxi; PHG; 5/20 | 23.605 | 106.643 | 660 | |
| Bubing, Tiandong, Guangxi; BB; 5/20 | 23.586 | 107.072 | 150 |
Figure 1Geographical distribution of 19 populations of the . Maps were drawn using the software ArcGIS version 10.2 (http://desktop.arcgis.com).
Sequences of plastid and nuclear gene primers used in this study.
| Chiang and Peng, | ||
| Shaw et al., | ||
| Shaw et al., | ||
| Taberlet et al., | ||
| Salas-Leiva et al., | ||
| This study | ||
| This study |
Information of 12 microsatellite primers for species delimitation of the .
| Cha02 | F:CGAGGAACATCAAGGCTATG | (CT)21 | 58 | Zhang et al., | 26 | 0.891 | 0.627 | |
| Cha08 | F:CAGGGACCATTGTTTCTAAGG | (AG)10 | 54 | Zhang et al., | 23 | 0.890 | 0.411 | |
| Cy-Tai EST-SSR11 | F:GATATTAAAGGCACGGGAG | (CAG)34 | 56 | Ju et al., | 4 | 0.120 | 0.106 | |
| E001 | F:TGGGATTAATATTCCAGAAA | (CA)10 | 52 | Yang et al., | 10 | 0.332 | 0.219 | |
| E004 | F:CTATCATCAGAGCCTCATTC | (AT)11 | 54 | Yang et al., | 10 | 0.835 | 0.585 | |
| Cpz26 | F:GTCCATAATACATATCCACGAA | (AT)16 | 55 | Zhang et al., | 17 | 0.773 | 0.479 | |
| HL08 | F:AAAACATTCCTTGCCCTGT | (TTC)12 | 56 | Li et al., | 10 | 0.402 | 0.277 | |
| CY232 | F:TCTTGCTTACCCGTTTGCTT | (GT)9(GCGT)3 | 55 | None | Cibrián-Jaramillo et al., | 5 | 0.424 | 0.309 |
| Cha-estssr01 | F:GATTCTTGCTCTGTTCGCTCAT | (AT)26 | 60 | Wang et al., | 49 | 0.953 | 0.342 | |
| Cha-estssr02 | F:ATAGGCTTCCTTTAGTGATGTC | (CT)5(AG)4G(GA)5 | 50 | Wang et al., | 7 | 0.657 | 0.344 | |
| Cha-estssr04 | F:GATGTTCCCAAATAATGTTACA | (AT)3GT(AT)9AG(AC)4 | 54 | Wang et al., | 15 | 0.872 | 0.662 | |
| Cha05 | F:GTCTGCTAACATCTATAAA | (CT)19 | 52 | Zhang et al., | 3 | 0.056 | 0.051 | |
| Total | 179 | |||||||
| Mean | 14.917 | 0.600 | 0.368 |
Composition of haplotypes in populations of the .
| LL | comH1 | comG1, G2 | comP1, P2 | comR1 | |
| YP | comH1 | comG1 | comP1, P2 | comR1, R2 | |
| LW | comH1 | comG1 | comP1, P2 | comR1 | |
| XL | comH1, H2 | comG1 | comP1, P2 | comR1, R2 | |
| ML | comH3 | comG1 | comP1, P2 | comR1, R2 | |
| KY | comH4, H5 | comG1 | comP1-P4 | comR1, R2 | |
| BDN | comH6 | comG3 | comP5 | comR3 | |
| BY | comH6 | comG3 | comP1, P5 | comR3, R4 | |
| JZ | comH6 | comG3 | comP1, P5 | comR3 | |
| LK | comH6 | comG3 | comP1, P6 | comR3 | |
| BA | comH6 | comG3 | comP1, P7 | comR3, R5 | |
| BM | comH6 | comG3 | comP1, P5 | comR3 | |
| BD | comH6 | comG3 | comP1, P5-P7, | comR3 | |
| YX | comH7 | comG3, G4 | comP1, P5, P8 | comR3, R5-R8 | |
| LLB | comH8 | comG3 | comP1, P5-P7 | comR5, R7, R8 | |
| SL | comH9 | comG3 | comP1, P7, P9 | comR5-R7 | |
| PH | comH9 | comG3, G5 | comP1, P6, P10 | comR3, R5, R7-R9 | |
| PHG | comH10 | comG3, G4 | comP1, P5, P7, P11 | comR3, R5-R7, R10, R11 | |
| BB | comH9, H11 | comG3, G5 | comP1, P5, P10, P12 | comR3, R5, R6 | |
Figure 2Phylogenetic trees of plastid haplotypes based on (A) Maximum Likelihood (ML) and (B) Bayesian Inference (BI) methods. The number (if ≥ 50 or 0.5) on each branch indicates the (A) bootstrap value (BS) and (B) posterior probability (PP).
Figure 3Phylogenetic trees of nuclear haplotypes based on (A,C,E) Maximum Likelihood (ML) and (B,D,F) Bayesian Inference (BI) methods (. The number (if ≥ 50 or 0.5) on each branch indicates the (A,C,E) bootstrap value (BS) and (B,D,F) posterior probability (PP).
Figure 4(A) The Neighbour-joining consensus tree (NJ tree) based on Nei's 1983 genetic distance and (B) Bayesian inference (K = 2) of microsatellite phenotype from 19 populations of 311 individuals of the C. segmentifida complex. Numbers (if ≥ 50) on branches indicated bootstrap values from 1000 replicates.