| Literature DB >> 25943196 |
Anita Poćwierz-Kotus1, Rafał Bernaś2, Matthew P Kent3, Sigbjørn Lien4, Egidijus Leliűna5, Piotr Dębowski6, Roman Wenne7.
Abstract
BACKGROUND: Native populations of Atlantic salmon in Poland, from the southern Baltic region, became extinct in the 1980s. Attempts to restitute salmon populations in Poland have been based on a Latvian salmon population from the Daugava river. Releases of hatchery reared smolts started in 1986, but to date, only one population with confirmed natural reproduction has been observed in the Slupia river. Our aim was to investigate the genetic differentiation of salmon populations in the southern Baltic using a 7K SNP (single nucleotide polymorphism) array in order to assess the impact of salmon restitution in Poland.Entities:
Mesh:
Year: 2015 PMID: 25943196 PMCID: PMC4421911 DOI: 10.1186/s12711-015-0121-9
Source DB: PubMed Journal: Genet Sel Evol ISSN: 0999-193X Impact factor: 4.297
Figure 1Map of salmon sample sites in the Southern Baltic. PS = Poland, Slupia river; PHA = Poland, hatchery Aquamar; PHG = Poland, hatchery Gabriel; SM = Sweden, Morrum river; LN = Lithuania Neman river.
Levels of genetic diversity for five salmon populations from the southern Baltic Sea
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| PHA | 28 | 2654 | 1.825 | 0.330 | 0.327 | 23 | 5 | −0.00517 |
| PHG | 28 | 2620 | 1.814 | 0.339 | 0.331 | 68 | 2 | −0.02221 |
| LN | 28 | 2461 | 1.765 | 0.339 | 0.323 | 83 | 6 | −0.04648 |
| SM | 28 | 3030 | 1.942 | 0.325 | 0.325 | 85 | 2 | −0.00038 |
| PS | 28 | 2645 | 1.822 | 0.337 | 0.327 | 88 | 6 | −0.02486 |
PHA = Polish Hatchery Aquamar-Miastko population; PHG = Polish Hatchery Gabriel-Żelkówko population; LN = Lithuanian Neman river population; SM = Swedish Morrum river population; PS = Polish Slupia river population; *P < 0.05. Bonferroni correction was applied.
Analysis of molecular variance (AMOVA) applying the F estimator of Weir and Cockerham [24] calculated for three models
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| Countries | 129.15 | 22.65 | 441.14 | 77.35 |
| Wild populations | 141.05 | 24.25 | 440.65 | 75.75 |
| Polish populations | 7.46 | 1.69 | 433.68 | 98.31 |
Countries = PL (pooled Polish-Latvian populations), LN (Lithuanian Neman river) and SM (Swedish Morrum river) populations; Wild populations = PS (Polish Slupia river), LN and SM populations; Polish populations = PHA (Polish Hatchery Aquamar-Miastko), PHG (Polish Hatchery Gabriel-Żelkówko) and PS populations.
F values for pairwise comparisons of salmon PL, LN and SM populations based on geographical location (below the diagonal) and average number of pairwise differences within populations (on the diagonal)
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| PL |
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| LN | 0.218 |
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| SM | 0.217 | 0.275 |
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PL = pooled Polish-Latvian; LN = Lithuanian Neman river; SM = Swedish Morrum river; all values were significant for a P value of 0.05.
F values for pairwise comparisons of salmon PHA, PHG and PS Polish populations (below the diagonal) and average number of pairwise differences within populations (on the diagonal)
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| PHG | 0.008 |
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| PS | 0.019 | 0.022 |
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PHA = Polish Hatchery Aquamar-Miastko; PHG = Polish Hatchery Gabriel-Żelkówko; PS = Polish Slupia river; all values were significant for a P value of 0.05.
Figure 2Analysis of outlier SNPs using a hierarchical model. SNPs that are above the 99% quantile of the simulation model (solid line) were considered as SNPs under potential selection. SNPs above the upper solid line were considered as candidates for divergent selection and those below the lower solid line as candidates for balancing selection. SNPs that are between the solid lines are neutral.
Pairwise estimates of F calculated using the 126 outlier SNPs for salmon PL, LN and SM populations based on geographical location
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| PL | - | ||
| LN | 0.679 | - | |
| SM | 0.680 | 0.589 | - |
PL = pooled Polish-Latvian; LN = Lithuanian Neman river; SM = Swedish Morrum river; all values were significant for a P value of 0.05.
Pairwise estimates of F calculated using the 126 outlier SNPs for salmon PHA, PHG and PS Polish populations
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| PHA | - | ||
| PHG | 0.021 | - | |
| PS | 0.014 | 0.015 | - |
PHA = Polish Hatchery Aquamar-Miastko; PHG = Polish Hatchery Gabriel-Żelkówko; PS = Polish Slupia river; all values were significant for a P value of 0.05.
Figure 3Population structure of five salmon populations using model-based Structure software and a dataset of 140 individuals and 3218 SNPs. The results were averaged by CLUMPP software and plots were generated by Distruct. A = individual level; B = population level; C = plot obtained from Structure Harvester for determining K.
Results of the assignment tests computed using GeneClass2 software based on a frequency method [34]
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| 83.04% | 16.98% | 0% | 0% | 0% |
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| 39.82% | 60.17% | 0% | 0% | 0% |
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| 0% | 0% | 100% | 0% | 0% |
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| 0% | 0% | 0% | 100% | 0% |
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| 20.43% | 0.95% | 0% | 0% | 78.61% |
Results are presented using the percent score of the most likely source population (threshold P < 0.05); PHA = Polish Hatchery Aquamar-Miastko; PHG = Polish Hatchery Gabriel-Żelkówko; LN = Lithuanian Neman river; SM = Swedish Morrum river; PS = Polish Slupia river.
Figure 4A neighbor-joining tree constructed using Nei’s distances among the five salmon populations and generated by POPULATIONS v.1.2.32 [32] software. Bootstrap probabilities are shown on the tree.