Growth performance defines fish production, and therefore, it affects aquaculture industry profitability. Progress in growth-related traits could lead to reductions in time and cost to market size [26]. Traditional selection, based on the phenotype, has been applied to select for growth traits resulting in approximately 10% gain in body weight per generation [10]. The economic significance of growth to aquaculture encouraged several studies aimed at understanding the genetic basis/mechanisms underlying the phenotype [26]. Genomic approaches have the potential to expedite genetic gains compared to traditional selection. SNPs explain 90% of the genetic variations among individuals [8]; therefore, these markers are most suitable for genetic evaluation of breeding candidates in selection programs. The fish population used for the current GWA analysis had an average bodyweight gain per day of 3.27 ± 0.96 (g). Variations in bodyweight gain among 789 fish used for the current GWA analysis are shown in Figure 1. The estimated heritability for bodyweight gain in rainbow trout was 0.30 ± 0.05. In this study, a 50K SNP chip was used to identify genomic regions associated with bodyweight gain, based on 50 SNP sliding windows and single-marker association analysis. Since the chip contains SNPs potentially associated with the bodyweight [16, 19], the fish used in building the SNP-chip were not used for the current GWA analyses.
Figure 1. Variations in bodyweight gain among fish samples used in GWA analysis.
Identifying QTL associated with bodyweight gain using WssGBLUP
WssGBLUP-based GWA analysis identified a total of 247 SNPs associated with additive genetic variance in bodyweight gain. These SNPs exist in 107 protein-coding genes, 6 lncRNAs, and 36 intergenic regions. SNPs were identified in windows explaining at least 2% (arbitrary value) of the additive genetic variance for bodyweight gain (Table S1). The genomic regions that harbor SNPs were clustered on 7 chromosomes (2, 4, 8, 9, 13, 14, and 18) (Figure 2). Chromosome 14 had the most significant peaks associated with bodyweight gain (up to 6.37%) and the highest number of SNPs (n = 50) in windows explaining additive genetic variance for the studied trait (Table S1, Figure 2). Many of the SNPs (n = 100) were located within the 3’UTR of their genes suggesting a role of these SNPs in microRNA, post-transcriptional regulation of gene expression. All QTLs associated with bodyweight gain are listed in Table (S1). To gain understandings into the biological significance of the identified QTL, we annotated SNP-harboring genes and followed this annotation by gene enrichment analysis. Functional annotation analysis showed that SNP-harboring genes were involved in cell growth, cell cycle, cell proliferation, lipid metabolism, proteolytic activities, developmental processes, and chromatin modification. Enriched terms included lysosomal proteins/enzymes and fatty acid biosynthesis (Table S2).
Figure 2. Manhattan plot displaying the association between genomic sliding windows of 50 SNPs and bodyweight gain. Chromosome 14 showed the highest peaks with genomic loci explaining up to 6.37% of the additive genetic variance. The blue line represents 2% of additive genetic variance explained by SNPs.
SNPs in genes regulating cell growth, cell cycle and cell proliferation
Coordinated hypertrophy and hyperplasia are essential for growing organisms [27]. Five chromosomes (2, 4, 9, 13, and 14) had SNPs regulating cell growth, cell cycle, and cell proliferation (Table 1). Chromosome 2 had 14 SNPs in 6 genes coding for caveolin-1 (CAV-1), testin (TES), eukaryotic translation initiation factor 4 gamma 2 (EIF4G2), sodium-dependent neutral amino acid transporter B (0) AT2 (SLC6A15), kinesin-like protein KIF21A (KIF21A), and G1/S-specific cyclin-D1 (CCND1). Six SNPs spanning ~1.8 Kb were identified in CAV-1. The latter has a role in inhibiting the activity of TGF-β, probably by enfolding TGF-β receptors in membrane invaginations [28]. Knockdown of CAV-1 had a tumor-suppressing effect by inhibiting cell proliferation [29], arresting cells in the G0/G1 phase, and inhibiting the expression of cell cycle-related proteins such as cyclin D1 [29]. Two SNPs were identified in each of TES and EIF4G2. TES negatively regulates cell proliferation and inhibits tumor cell growth [30, 31], whereas eIF4G2 positively regulates cell growth and proliferation, prevents autophagy, and releases cells from nutrient-sensing control by mTOR [32]. Each of SLC6A15 and KIF21A had a single SNP. Depletion of SLC6A15 attenuates leucine’s effects in reducing weight gain associated with a high-fat diet [33]. KIF21A has been identified in association with growth in pigs [34]. We identified 2 SNPs in the CCND1 gene. This cyclin is expressed during the G1 phase to signal initiation of DNA synthesis; it is suppressed during the S phase to allow DNA synthesis [35]. Cancer cell proliferation [36] and the growth of multifocal dysplastic lesions [37] were regulated through CCND1.
A total of 21 SNPs were identified on chromosomes 4, 9, and 13. Chromosome 4 had 9 SNPs in 3 genes coding for transcription factor AP-1 (AP-1), protein PRRC2C (PRRC2C), and myocilin (MYOC). Transcription factor AP-1 transduces growth signals to the nucleus, mediated by upregulation of positive cell cycle regulators [38], which enhance the expression of genes involved in growth [39]. Whereas PRRC2C regulates the cell cycle and cell proliferation, and it controls the growth of lung cancer cells in vitro [40]. MYOC had 4 nonsynonymous SNPs. Transgenic mice, with 15-fold over-expressed MYOC, exhibited skeletal muscle hypertrophy with an approximate 40% increase in muscle weight [41]. We identified 2 SNPs on chromosome 9 in the gene coding for protein RCC2 homolog. RCC2 is a crucial regulator of cell cycle progression during the interphase [42]. There were ten SNPs in 3 genes on chromosome 13. Four SNPs, spanning 2.3 Kb, were localized in a gene coding for prohibitin (PHB). This protein suppresses cell growth by controlling E2F transcriptional activity [43]. Four SNPs spanned a gene coding for cyclin-dependent kinase 12 (CDK12). Depletion of CDK12 revealed increased numbers of accumulated cells at the G2/M phase and supported a role for CDK12 in maintaining genomic stability [44]. STAT3 had two SNPs in the 3’UTR. Knockdown of STAT3 inhibits cell proliferation and leads to irreversible growth arrest [45].
Chromosome 14 had 11 SNPs in seven genes coding for prominin-1-A (PROM1A), fibroblast growth factor-binding protein 1 (FGFBP1), cyclin A2 (CCNA2), re-initiation and release factor (MCTS1), septin-6 (SEPT6), tenomodulin (TNMD), and 60S ribosomal protein L36a (RPL36A). PROM1A has a role in cell proliferation and differentiation [46]. FGFBP1 promotes fibroblast growth factor2 (FGF2) signaling during angiogenesis, tissue repair, and tumor growth [47]. A single SNP was identified in the CCNA2 gene. This gene has a crucial role in cell cycle by regulating the initiation and progression of DNA synthesis [48]. The untranslated regions of a gene coding for MCTS1 had two SNPs in windows explaining up to ~6.4% of the additive genetic variance for bodyweight gain. Overexpression of MCTS1 promotes lymphoid tumor development leading to increased growth rates and protection against apoptosis [49]. In addition, MCTS1 is involved in cell cycle progression by decreasing the length of the G1 phase without a reciprocal increase in other phases [50]. Each of SEPT6 and RPL36A had 2 SNPs in windows associated with the additive genetic variance for bodyweight gain. Knockdown of SEPT6 leads to loss of cell polarity as a result of nuclear accumulation of the adaptor protein NCK, which arrests the cell cycle [51]. Over-expression of RPL36A leads to rapid cell cycling which enhances cell proliferation [52]. Of note, TNMD had an SNP in a window explaining 5.5% of the additive genetic variance. TNMD is essential for tenocyte proliferation and collagen fibril maturation [53]. Thirty-one genes involved in cell growth, cell cycling, and cell proliferation were differentially expressed (DE) in fish families (year class “YC” 2010), exhibiting divergent whole-body weight (WBW) phenotype. Of these genes, CAV was downregulated in families of high WBW relative to those of low WBW [54]. Our results indicate a role for increased biomass and cell numbers in explaining variations in body weight.
Table 1. Genomic sliding windows of 50 SNPs explaining at least 2% of the additive genetic variance for bodyweight gain by affecting growth, cell cycle, and cell proliferation. A color gradient on the left indicates differences in additive genetic variance explained by windows containing the representative SNP marker (green is the highest and red is the lowest). SNPs are sorted according to their chromosome positions.
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)
SNPs in genes regulating lipid metabolism
Fatty acid synthesis is essential to meet the demand for phospholipids required for membrane expansion in growing cells [55]. We have identified 29 SNPs in 16 genes involved in lipid metabolism, explaining at least 2% of the additive genetic variance in bodyweight gain (Table 2). These SNPs spanned 5 chromosomes (4, 8, 13, 14, and 18). Chromosome 4 had 15 SNPs (56.6%) in 7 genes; peroxiredoxin 6 (PRDX6), phospholipid phosphatase 6 (PLPP6), vesicle-associated membrane protein 4 (VAMP4), phosphatidylinositol Glycan, Class C (PIGC), disabled homolog 1 (DAB1), AMPK subunit alpha-2 (PRKAA2), and phospholipid phosphatase 3 (PLPP3). Three SNPs were identified in the gene coding for PRDX6. The bifunctional enzyme, PRDX6, regulates phospholipid turnover as well as protects against oxidative injury [56]. A single 3’UTR SNP was identified in the VAMP4 gene. This gene encodes a protein implicated in the growth of lipid droplets in rainbow trout [57]. Also, the DAB1 had a 3’UTR SNP. DAB1 is associated with intramuscular fatty acid content in pigs [58]. PRKAA2 harbored 3 SNPs located within windows that were among those explaining the highest genetic variability in bodyweight gain. AMPK regulates lipid metabolism by inhibiting the activity of critical enzymes necessary for de novo biosynthesis of fatty acids and cholesterol [59]. PLPP3 had 5 SNPs in windows explaining ~5% of the additive genetic variance. This enzyme catalyzes the conversion of phosphatidic acid to diacylglycerol, which is vital to improving meat quality and lower body fat accumulation [60].
In total, 14 SNPs were identified on chromosomes 8, 13, 14, and 18. Chromosome 8 had three SNPs in 2 genes encoding acetyl-coenzyme A synthetase (ACSS2) and peroxisomal trans-2-enoyl-CoA reductase (PECR). ACSS2 activates acetate that can be used for lipid synthesis [61]. In addition, the PECR contributes to chain elongation of fatty acids [62]. Chromosome 13 had 3 SNPs in genes coding for stAR-related lipid transfer protein 3 (STARD3) and ATP-citrate synthase (ACLY). STARD3 acts as a mediator of lipid metabolism and is required for the growth and survival of cancer cells [63]. A single coding SNP was identified in a gene coding for ACLY. This enzyme has a crucial role in de novo biosynthesis of lipids and promoting tumor growth [55]. Six SNPs were identified on chromosome 14 in genes coding for electron transfer flavoprotein dehydrogenase (ETFDH), peptidylprolyl isomerase D (PPID), and galactosidase alpha (GLA). Four polymorphic sites were identified in ETFDH. Mutations in ETFDH gene lead to a disorder of fatty acid, amino acid, and choline metabolism [64]. An SNP was identified in PPID gene that has gene ontology (GO) terms belonging to lipid particle organization. In addition, we identified two SNPs on chromosome 18 in genes encoding AMPK subunit gamma-1 (PRKAG1) and oleoyl-ACP hydrolase. The latter enzyme contributes to the release of free fatty acids from fatty acid synthase [65]. Moderate to high heritability for growth-related traits and fat content has been reported, implying the existence of additive genetic variance in the fish population [22, 66]. In fish from the YC 2010, one of the two generations of fish used in the study, fat content exhibited a moderate regression coefficient (R2) value of 0.50 with WBW [54]. Many genes (n = 31) involved in lipid metabolic processes, including AMPK, were DE in fish families (YC 2010), showing contrasting WBW [54]. These results suggest a substantial role for fat content in explaining variations in body weight.
Table 2. Genomic sliding windows of 50 SNPs explaining at least 2% of the additive genetic variance for bodyweight gain and involved in lipid metabolism. A color gradient on the left indicates differences in additive genetic variance explained by windows containing the representative SNP marker (green is the highest and red is the lowest). SNPs are sorted according to their chromosome positions.
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)
SNPs in genes regulating proteolytic activities
A total of 19 SNPs involved in proteolytic activities were identified in 12 genes (Table 3). Out of them, 9 SNPs were located on 4 genes involved in the KEGG lysosome pathway; lysosomal associated membrane protein 2 (LAMP2), V-type proton ATPase subunit H (ATP6V1H), galactosidase alpha (GLA), and neuraminidase 1 (NEU1). Five SNPs in LAMP2 have been identified in windows explaining the highest genetic variability (~6%) in this category. LAMP2 is essential during autophagy for the fusion of autophagosomes with lysosomes [67]. ATP6V1H is a vacuolar (H+)-ATPase, which is required to acidify the phagosome/lysosome for proper processing [68]. GLA and NEU1 are lysosomal acid hydrolases (glycosidases) required to breakdown glycoproteins [69]. NEU1 was associated with suppression of ovarian carcinoma [70]. In addition, 9 SNPs were identified in 4 genes engaged in the phagosome pathway. These genes are encoding ras-related protein Rab-5C (RAB5C), ATP6V1H, LAMP2, and integrin beta-3 (ITGB3). An SNP on chromosome 4 was located in a gene coding for OMA1 zinc metallopeptidase (OMIM). The OMIM is a protease essential for mitochondrial inner membrane proteostasis maintenance [71], and its deficiency leads to increased body weight and obesity [72]. Plectin had two SNPs. Mutation in plectin results in muscular dystrophy [73]. In addition, we identified 5 SNPs located on 4 genes exhibiting peptidase activity; trypsin-3, carboxypeptidase A1, carboxypeptidase B2 (CPB2), and high choriolytic enzyme 2. Forty-three genes have functions related to protein metabolic processes and were DE in fish families (YC 2010) showing subistantial varitioan in WBW [54]. These results support a role for protein turnover in determining body weight.
Table 3. Genomic sliding windows of 50 SNPs explaining at least 2% of the additive genetic variance for bodyweight gain and involved in proteolytic activities. A color gradient on the left indicates differences in additive genetic variance explained by windows containing the representative SNP marker (green is the highest and red is the lowest). SNPs are sorted according to their chromosome positions.
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)
SNPs in genes regulating developmental process and chromatin modification
Forty-five SNPs were identified in 21 genes involved in development and chromatin remodeling (Table 4 & Table S1). Chromosome 4 had 12 SNPs in five genes coding for phosphatidylinositol glycan anchor biosynthesis class C (PIGC), SUN domain-containing ossification factor (SUCO), transmembrane emp24 domain-containing protein 5 (TMED5), histone H2A deubiquitinase MYSM1 (MYSM1), and biogenesis of lysosome-related organelles complex-1 subunit 2 (BLOS2). PIGC encodes an endoplasmic reticulum membrane protein that has been linked to embryonic lethality [74]. Mutagenesis of SUCO leads to failure of osteoblast maturation, a decrease in the synthesis of type I collagen, and eventually catastrophic defects in skeletal development [75]. The gene encoding TMED5 has GO terms belonging to chromatin binding [76]. Knockdown of MYSM1, a histone H2A deubiquitinase, led to embryonic lethality and growth retardation [77]. BLOS2 harbored 6 SNPs in windows explaining up to 4.9% of the additive genetic variance. BLOS2 is a negative regulator of the Notch system, and lack of BLOS2 in mice was embryonic lethal and led to developmental defects [78]. We identified 6 SNPs on chromosomes 8 and 9. SNPs spanned three genes (2 SNPs/gene) encoding NADH dehydrogenase [ubiquinone] flavoprotein 2 (NDUFV2), ralA binding protein 1 (RALBP1), and short-chain dehydrogenase/reductase 3 (DHRS3). NDUFV2 is involved in nervous system development [76], whereas RALBP1 was involved in the regulation of actin dynamics during embryogenesis [79]. Knockdown of DHRS3 led to a phenotype with underdeveloped head structure and perturbed somitogenesis [80]. Chromosome 13 harbored the highest number of SNPs (n = 19) in this category. These SNPs were located in genes coding for methyltransferase-like protein 2-A (METTL2A), telethonin (TCAP), synaptonemal complex protein SC65 (SC65), peptidyl-prolyl cis-trans isomerase FKBP10 (FKBP10), 2',3'-cyclic-nucleotide 3'-phosphodiesterase (CNP), and histone acetyltransferase KAT2A (KAT2A). METTL2A has GO terms belonging to methyltransferase activity [76]. Four SNPs were identified in TCAP. TCAP-null mice exhibit abnormal myofiber size variation and increased levels of TCAP binding protein, myostatin [81]. SC65 had two SNPs; whereas, FKBP10 had 4 SNPs. SC65 is expressed during skeletal development and acts as a regulator of bone mass homeostasis. Lack of SC65 leads to a progressive osteopenia [82]. Loss of function mutations in FKBP10 resulted in mice that were not able to survive birth, and embryos exhibited a growth delay and tissue fragility [83]. CNP had the highest number of SNPs on chromosome 13. This protein regulates blood supply to the developing embryo [84]. KAT2A encodes a protein that acts as a histone H3 succinyltransferase and exhibits a role in tumor cell proliferation and development [85]. KAT2A is involved in the regulation of developmental processes by mediating acetylation of TBX5 [86]. Six SNPs were identified on chromosome 14 in genes coding for Rap guanine nucleotide exchange factor 2 (RAPGEF2), glutathione S-transferase P (GSTP1), inositol polyphosphate 5-phosphatase OCRL-1 (OCRL), ETS-related transcription factor Elf-1 (ELF1), and mediator of RNA polymerase II transcription subunit 12 (MED12). OCRL was located in a window explaining the highest genetic variability in bodyweight gain (~6.4%), followed by ELF1 (~5.5%). Lacking both OCRL and its paralog (Inpp5b) led to the early lethality of mice embryos [87]. ELF1 has a role in maintaining cell polarity during development [88]. In addition, chromosome 18 had 2 SNPs in a gene encoding double-strand-break repair protein rad21 homolog (RAD21) (Table S1), which is involved in chromatin binding [76]. Sixty-three genes involved in development were DE in fish families (YC 2010) exhibiting divergent WBW phenotypes [54]. In agreement with a recent GWA study in rainbow trout [89], our results suggest a major role for genes involved in development in regulating genetic variation in bodyweight gain.
Table 4. Genomic sliding windows of 50 SNPs explaining at least 2% of the additive genetic variance in bodyweight gain and involved in the development and chromatin modification. A color gradient on the left indicates differences in additive genetic variance explained by windows containing the representative SNP marker (green is the highest and red is the lowest). SNPs are sorted according to their chromosome positions.
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)
Single marker association analysis
Genotyped SNPs were filtered out at a minor allele frequency (MAF) < 0.05 and Hardy–Weinberg equilibrium (HWE) (p < 0.001) yielding 29,451 filtered SNPs. In order to identify single SNP markers associated with bodyweight gain, filtered SNPs were subjected to general linear regression analysis which allows accounting for multiple fixed effects but does not account for familial correlation. Next, residuals of the regression model were regressed on the genetic factors using QFAM, available in PLINK [90], which corrects for the family structure through a special permutation procedure. A total of 738 SNPs were significantly associated with the bodyweight gain (empirical p-value < 0.001) following 20,000 permutations. However, a two-stage analysis that calculates residual-outcome from the regression of the outcome on multiple covariates then uses the adjusted-outcome for downstream analysis, showed bias and loss of power in genetic association studies [91, 92]. Therefore, we performed a family-based association analysis using a generalized score test which allows for multiple covariates. A total of 42 SNPs were identified associated with the bodyweight gain after accounting for multiple comparisons (Bonferroni-corrected p “BONF” < 1.70E-06). In order to avoid false positives, the common SNPs between the two-stage and generalized score tests were considered significantly associated with the variation in bodyweight gain (Table S3). In this study, we have identified 33 common SNPs spread over 13 chromosomes with a potential impact on the bodyweight gain (Bonferroni-corrected p “BONF” < 1.70E-06; Table S3 & Figure 3). One-third of the identified SNPs (33.33%) spanned chromosome 15. SNP-harboring genes were involved in development, cell growth, cell proliferation, and proteolysis. Genes explaining the highest variability in bodyweight gain are coding for thrombospondin-1 (THBS1), microtubule-associated protein 4 (MAP4), D-3-phosphoglycerate dehydrogenase (PHGDH), calsyntenin-1, nucleolar protein 16 (NOP16), and butyrophilin subfamily 1 member A1 (BTN1A1) (Table 5). THBS1 and MAP4, ranked at the top of the list, explaining ~9% and 6% of the variability in bodyweight gain, respectively. THBS1 is involved in complex biological processes, including angiogenesis and tissue development [93]. Mutation in THBS1 was associated with vascular permeability, accounting for embryonic lethality [74]. Interestingly, seven SNPs spanning ~21Kb on chromosome 15, were identified in the gene coding for MAP4. In mice, blocking the expression of muscle-specific MAP4 transcript didn’t affect the myoblast growth, but rather severely perturbed the myotube formation indicating a critical role in myogenesis [94]. PHGDH was upregulated in fully differentiated myotubes relative to myoblasts [95]. In addition, three synonymous SNPs were identified in calsyntenin-1, NOP16, and BTN1A1. Each SNP explained ~3% of the variation in bodyweight gain. Two intronic SNPs were previously identified in the calsyntenin-1 gene affecting the genetic variance for fillet yield and weight in rainbow trout [22]. NOP16 regulates rRNA production and ribosomal biogenesis. Knockdown of NOP16 dramatically reduced tumor cell growth [96]. BTN1A1 has a function in cell proliferation and development [97].
Figure 3. Manhattan plot displaying single SNP markers associated with variations in bodyweight gain using a family-based association analysis (generalized score test). Suggestive and significance threshold p-values of 1e-05 and 1.70e-06 are represented by blue and red horizontal lines represent, respectively.
Three missense mutations were identified in genes coding for collagenase-3 (MMP13), elongation factor 2 (eEF2), and basic leucine zipper and W2 domain-containing protein 1-A (Table 5). Each SNP explained ~2% of the variation in bodyweight gain. MMP13 plays a critical role in skeletal system development [98]. eEF2 is a key component in the translation machinery. Inactivation of eEF2 terminates protein synthesis and causes cellular death during mouse embryonic development [99]. An SNP was identified in a gene encoding death-associated protein kinase 3 (Table 5). This protein is involved in the regulation of autophagy [100]. Notably, five 3’UTR mutations were identified in a gene coding for polymerase I and transcript release factor (PTRF/cavin-1) (Table 5). Lack of cavin-1 in mice and humans caused muscular dystrophy [101]. Cavin-1 supports cell proliferation and migration in humans and shows downregulated expression during myogenic differentiation [102]. The remaining SNPs associated with the variations in bodyweight gain are listed in Additional Table (S3).
Table 5. A subset of SNP markers significantly associated with bodyweight gain using two family-based association analyses. A color gradient on the left indicates phenotypic variability explained by each single SNP marker (green is the highest and red is the lowest). SNPs were sorted according to their chromosome positions. Note: EMP1 is pointwise empirical p-value estimated using QFAM, whereas P_RAO is the estimated p-value using a generalized score test.
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)
Single SNP GWA analysis provided an additional set of SNPs, potentially regulating variability in bodyweight gain. The two GWA approaches adopted in the current study revealed significant roles of genes related to the development and lipid metabolism in regulating weight gain. Routine use of single-SNP and multi-marker for GWA analysis has been recommended to take advantage of the complete genotype information [103].
In the current study, dividing the genome into chromosomal segments/windows, defined by 50 adjacent markers, outperformed the single-marker analysis in describing the genetic architecture of the studied trait. Similar results have been previously reported in rainbow trout [25]. The recombination history of the QTL and nearby markers determines the information content of haplotypes [103]. Consistent with our data, a previous GWA study in rainbow trout identified small-effect QTL on chromosome 9 that affected additive genetic variance for bodyweight [89]. However, QTL associated with growth rate varied between the studies, and this discrepancy may be due to testing of different populations and gene-by-environment interactions. A 57K genomic SNP panel has been exploited for GWA analysis, using the same fish population as the current study; the study identified one window on chromosome 5 with small effects on the additive genetic variance for body weight. The window explained 1.38 and 0.95% of the additive genetic variance for body weight at 10 and 13 months, respectively [22]. However, this window was not identified in our study, perhaps, because we considered only windows explaining 2% of the additive genetic variance or more. Several markers, each explaining less than 0.1% of the variance, were identified to be associated with body weight in a GWA study for Atlantic salmon [20]. Fish population, marker density, LD, and size of adjacent SNP windows may, partially, explain the discrepancies in the results obtained from the different studies. In addition, SNPs used in the current study were identified from fish families of extreme phenotypes and thus, perhaps, are more informative for the current GWA analysis [19]. In agreement with previous GWA studies, growth is multifactorial in nature, and growth-related genes regulate development, cell proliferation, energy metabolism, and growth [89, 104]. Overall, the current study further describes the genetic architecture of the studied trait and provides putative markers for breeding candidates that can be used for selection purposes.