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Genome Wide Association Study
of two phenology traits in apple
Hélène Muranty, INRA-Angers, France
Acknowledgements
 Conference organizers
 Co-authors
• C. Denancé, D. Leforestier, E. Ravon, A. Guyader, R. Guisnel, L. Feugey, F.
Laurens, C.-E. Durel
• J. Urrestarazu, S. Tartarini, L. Dondini, R. Gregori
• M. Lateur, P. Houben
• J. Sedlak, F. Paprstein
• M. Ordidge
• H. Nybom, L. Garkava-Gustavsson
• M. Troggio, L. Bianco, R. Velasco
• M.C.A.M. Bink, W. Kruijer
 INRA-Clermont-Fd, Gentyane platform: C. Poncet, …
Why GWAS ?
• Discover and quantify effects of genomic regions
associated to complex traits
substantially increase resolution by using collections
of unrelated individuals
 candidate genes
markers for selection
origin of favorable alleles Yu and Buckler (2006)
many generations
Individual M1 M2 M3 M4 Phenotype
1 2 2 2 1 20
2 1 0 0 0 8
3 2 2 0 0 24
4 1 1 2 1 4
5 1 0 0 0 14
6 1 1 2 1 12
-logp
Chromosomal location
GWAS components
Scoring Detection
Mackay et al (2009)
Very high density genotyping
Affymetrix Axiom_Apple480k array
Why phenology traits ?
• target cultivar development / growing season
length in production areas
• develop cultivars able to face climate change
challenges
Data available - Material
Country Size
F – INRA (CC) 278
B – CRA-W 229
UK – U. Reading (CC) 294
CZ - RBIPH 178
I – UNIBO (CC) 179
SW – SLU 162
1168
6 collections
old and local dessert apple cvrs
Phenotypes
trait scale note
flowering
period
1 (Extremely early) ->
9 (Extremely late)
comparison to
reference cultivars
picking date days from 1st January
picking period 1 (Extremely early) ->
9 (Extremely late)
comparison to
reference cultivars
Phenotypic analysis
site Flowering period Picking Date Picking period
# data/gt h² # data/gt h² # data/gt h²
F - INRA 3.0 0.88 3.9 0.96 1.8 0.86
B - CRA-W 4.9 0.88 1 - 4.3 0.87
UK - U. Reading ? - 2.0 0.88 1? -
CZ - RPIPH 5.0 0.85 5.1 0.92
I - UNIBO 7.6 0.84 2.1 0.96 6.6 0.94
SW- SLU 3.0 0.81 2.9 0.98 2.9 0.98
all sites 0.82 0.94 0.89
Heritability of the means
genotypic means adjusted for
• year effects: collection per collection analysis
• (site x year) effects: all collections together
𝑌𝑖𝑗= μ + 𝑦𝑒𝑎𝑟𝑖 + 𝑔𝑗 + 𝑒𝑖𝑗
𝑌𝑖𝑗𝑘= μ + (𝑦𝑒𝑎𝑟𝑖× 𝐿𝑗) + 𝑔 𝑘 + 𝑒𝑖𝑗𝑘
NMHom: No Minor
Homozygous
2.4%
Genotypes: quality control and filtering
275K
Additional filtering pipeline
technical replicates (GoldenDel)
biological replicates
Mendelian consistency
mapping progenies
parent-offspring pairs
NMHom: No Minor Homozygous 12K
correct Poly High Resolution 360K
UnexpectedHeterozygosity 11K
criteria from SNP Polisher
visual scoring ~1600 SNP good/poor
logistic regression -> quality prediction
Affymetrix Axiom_Apple480k array
487K
SNP Polisher
Samples: DQC > 0.82 and CallRate > 97%
Unexpected
Heterozygosity
2.8%
correct PHR
73.8%
Physical map: present drawbacks
• Scaffold orientation on LG undetermined
• arbitrary 1000bp between scaffolds on LG
• some scaffolds attributed to LG without position
• many SNP (~25%) on scaffolds not attributed to any
LG  LG0 (LG18)
• some SNP from previous arrays not located on the
present physical map  LG20
GWAS: Model choice to avoid false positives
Y = µ + SNP + e Y = µ + Q + SNP + e Y = µ + K + SNP + e Y = µ + Q + K + SNP + e
Population structure in apple
(3.9 %)
(2.9%)
Flowering period
CRA-W INRA NFC
RBIPH SLU UNIBO
SNP + Q + K model
Flowering period: advanced model
INRA NFC RBIPH
SNP + Q + K model + SNP cofactors
Extended BIC model selection criteria
MLMM Ségura et al (2012)
LG9
LG9 x 2
LG12
LG11
LG9
Flowering period: all collections
SNP + Q + K model
SNP + Q + K model + SNP cofactors
Ext BIC best model
MLMM Ségura et al (2012)
Flowering period:
Affx-113839215 : LG9 @ 1293620
Picking date
INRA NFC
SLU UNIBO
SNP + Q + K model
Picking date: INRA+NFC+SLU+UNIBO
Comparison to previously detected regions
trait Chr regions in GWAS
(Mb)
region in QTL analysis
(cM (Mb))
comment reference
Flowering
period
9 1.3 -1.6 0.4 (0.6) Belrène, 2 years Celton et al (2011)
2.5
Allard et al
Eucarpia Fruit 201516.9
Picking date 3 28.6 – 30.3 53.2 (26.0) Braeburn, 3 site-
year comb
Chagné et al (2014)
44.3 75 Discovery Liebhard et al
(2003)
QTL position IC length ~10 cM
74kb
676kb
18kb
222kb
127kb
Conclusions & Perspectives
• GWAS can detect already known QTL = proof
of concept
• Variation explained by kinship (+ structure) =
small effect QTLs undetectable  genomic
prediction
• Look for candidate genes
• markers for selection
• origin of favorable alleles
Welcome in Angers, June 22-24 2016
Rosaceae Genomics Conference 8
Thank you for listening

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12 muranty

  • 1. Genome Wide Association Study of two phenology traits in apple Hélène Muranty, INRA-Angers, France
  • 2. Acknowledgements  Conference organizers  Co-authors • C. Denancé, D. Leforestier, E. Ravon, A. Guyader, R. Guisnel, L. Feugey, F. Laurens, C.-E. Durel • J. Urrestarazu, S. Tartarini, L. Dondini, R. Gregori • M. Lateur, P. Houben • J. Sedlak, F. Paprstein • M. Ordidge • H. Nybom, L. Garkava-Gustavsson • M. Troggio, L. Bianco, R. Velasco • M.C.A.M. Bink, W. Kruijer  INRA-Clermont-Fd, Gentyane platform: C. Poncet, …
  • 3. Why GWAS ? • Discover and quantify effects of genomic regions associated to complex traits substantially increase resolution by using collections of unrelated individuals  candidate genes markers for selection origin of favorable alleles Yu and Buckler (2006)
  • 4. many generations Individual M1 M2 M3 M4 Phenotype 1 2 2 2 1 20 2 1 0 0 0 8 3 2 2 0 0 24 4 1 1 2 1 4 5 1 0 0 0 14 6 1 1 2 1 12 -logp Chromosomal location GWAS components Scoring Detection Mackay et al (2009) Very high density genotyping Affymetrix Axiom_Apple480k array
  • 5. Why phenology traits ? • target cultivar development / growing season length in production areas • develop cultivars able to face climate change challenges
  • 6. Data available - Material Country Size F – INRA (CC) 278 B – CRA-W 229 UK – U. Reading (CC) 294 CZ - RBIPH 178 I – UNIBO (CC) 179 SW – SLU 162 1168 6 collections old and local dessert apple cvrs
  • 7. Phenotypes trait scale note flowering period 1 (Extremely early) -> 9 (Extremely late) comparison to reference cultivars picking date days from 1st January picking period 1 (Extremely early) -> 9 (Extremely late) comparison to reference cultivars
  • 8. Phenotypic analysis site Flowering period Picking Date Picking period # data/gt h² # data/gt h² # data/gt h² F - INRA 3.0 0.88 3.9 0.96 1.8 0.86 B - CRA-W 4.9 0.88 1 - 4.3 0.87 UK - U. Reading ? - 2.0 0.88 1? - CZ - RPIPH 5.0 0.85 5.1 0.92 I - UNIBO 7.6 0.84 2.1 0.96 6.6 0.94 SW- SLU 3.0 0.81 2.9 0.98 2.9 0.98 all sites 0.82 0.94 0.89 Heritability of the means genotypic means adjusted for • year effects: collection per collection analysis • (site x year) effects: all collections together 𝑌𝑖𝑗= μ + 𝑦𝑒𝑎𝑟𝑖 + 𝑔𝑗 + 𝑒𝑖𝑗 𝑌𝑖𝑗𝑘= μ + (𝑦𝑒𝑎𝑟𝑖× 𝐿𝑗) + 𝑔 𝑘 + 𝑒𝑖𝑗𝑘
  • 9. NMHom: No Minor Homozygous 2.4% Genotypes: quality control and filtering 275K Additional filtering pipeline technical replicates (GoldenDel) biological replicates Mendelian consistency mapping progenies parent-offspring pairs NMHom: No Minor Homozygous 12K correct Poly High Resolution 360K UnexpectedHeterozygosity 11K criteria from SNP Polisher visual scoring ~1600 SNP good/poor logistic regression -> quality prediction Affymetrix Axiom_Apple480k array 487K SNP Polisher Samples: DQC > 0.82 and CallRate > 97% Unexpected Heterozygosity 2.8% correct PHR 73.8%
  • 10. Physical map: present drawbacks • Scaffold orientation on LG undetermined • arbitrary 1000bp between scaffolds on LG • some scaffolds attributed to LG without position • many SNP (~25%) on scaffolds not attributed to any LG  LG0 (LG18) • some SNP from previous arrays not located on the present physical map  LG20
  • 11. GWAS: Model choice to avoid false positives Y = µ + SNP + e Y = µ + Q + SNP + e Y = µ + K + SNP + e Y = µ + Q + K + SNP + e
  • 12. Population structure in apple (3.9 %) (2.9%)
  • 13. Flowering period CRA-W INRA NFC RBIPH SLU UNIBO SNP + Q + K model
  • 14. Flowering period: advanced model INRA NFC RBIPH SNP + Q + K model + SNP cofactors Extended BIC model selection criteria MLMM Ségura et al (2012) LG9 LG9 x 2 LG12 LG11 LG9
  • 15. Flowering period: all collections SNP + Q + K model SNP + Q + K model + SNP cofactors Ext BIC best model MLMM Ségura et al (2012)
  • 17. Picking date INRA NFC SLU UNIBO SNP + Q + K model
  • 19. Comparison to previously detected regions trait Chr regions in GWAS (Mb) region in QTL analysis (cM (Mb)) comment reference Flowering period 9 1.3 -1.6 0.4 (0.6) Belrène, 2 years Celton et al (2011) 2.5 Allard et al Eucarpia Fruit 201516.9 Picking date 3 28.6 – 30.3 53.2 (26.0) Braeburn, 3 site- year comb Chagné et al (2014) 44.3 75 Discovery Liebhard et al (2003) QTL position IC length ~10 cM 74kb 676kb 18kb 222kb 127kb
  • 20. Conclusions & Perspectives • GWAS can detect already known QTL = proof of concept • Variation explained by kinship (+ structure) = small effect QTLs undetectable  genomic prediction • Look for candidate genes • markers for selection • origin of favorable alleles
  • 21. Welcome in Angers, June 22-24 2016 Rosaceae Genomics Conference 8 Thank you for listening