1 / 51

Fine Mapping of Complex Traits in Yeast: Mapping Meiotic Recombination across the Genome

Fine Mapping of Complex Traits in Yeast: Mapping Meiotic Recombination across the Genome. Wolfgang Huber EMBL - EBI. Proper chromosome segregation. Increase of genetic diversity. Gene A. Gene B. Gene C. Gene A. Gene b. Gene c. Gene a. Gene b. Gene c. Gene a. Gene B. Gene C.

mei
Télécharger la présentation

Fine Mapping of Complex Traits in Yeast: Mapping Meiotic Recombination across the Genome

An Image/Link below is provided (as is) to download presentation Download Policy: Content on the Website is provided to you AS IS for your information and personal use and may not be sold / licensed / shared on other websites without getting consent from its author. Content is provided to you AS IS for your information and personal use only. Download presentation by click this link. While downloading, if for some reason you are not able to download a presentation, the publisher may have deleted the file from their server. During download, if you can't get a presentation, the file might be deleted by the publisher.

E N D

Presentation Transcript


  1. Fine Mapping of Complex Traits in Yeast: Mapping Meiotic Recombination across the Genome Wolfgang Huber EMBL - EBI

  2. Proper chromosome segregation • Increase of genetic diversity Gene A Gene B Gene C Gene A Gene b Gene c Gene a Gene b Gene c Gene a Gene B Gene C Meiotic Recombination

  3. second end capture dHJ noncrossover crossover DSBR Model of Recombination DSB strand resection 3’ 3’ single-end invasion D-loop

  4. SDSA invading strand unwound 3d CO pathway nicked HJ crossover noncrossover Current Molecular Model of Recombination DSB strand resection 3’ 3’ single-end invasion D-loop DSBR second end capture dHJ crossover MC Whitby (2005)

  5. female average male Non-Random Distribution of Recombination Across the Genome Human chr. 22q Yeast chr. 3 Petes T.D., 2001 Baudat F. & Nicolas A., 1997 Recombination hotspots are small genomic regions where recombination events cluster and that are surrounded by large stretches of recombinationally suppressed DNA

  6. The common lab yeast Clinical strain (YJM789) Laboratory strain (S288c) Clinical isolates of S. cerevisiae Isolated from rotten fig in California in 1930s Domesticated: related to baker's yeast, wine-making and beer-brewing yeasts Isolated from immuno-compromised patients Pathogenic in mouse model of systemic infection Various fungal pathogenic characteristics: pseudohyphae, colony morphology switching Ability to grow at >>37˚C – a virulence trait

  7. SNP Genome I A C G A T G Genome II A C G G T G Hybridization Genome II Hybridization Genome I C C A A C C C G G C G G C C C G C G C G G G C T T C C G G T T T A A A A T A T A A A T A A T T A G G G G A A A A T T T T C C C C G G G G T T T T Genotyping with Microarrays Perfect Match Mismatch

  8. common S-specific Y-specific 1 tiling array for 2 yeast genomes * 5’ 3’ Watson strand 8bp * 3’ 5’ Crick strand 4bp 25mer 10% 4% 86% S288c YJM789 291k 2,368k 108k Wei et al., PNAS (2007) 3.4 Mio probes (25mers) manufactured by Affymetrix (probes)

  9. Identification of previously unknown ncRNA and antisense transcripts and precise mapping of all transcripts Antisense CBF1 David et al., PNAS (2006)

  10. Map all recombination events that occurred in 50 yeast meioses using high-density tiling microarrays

  11. Experimental Approach S288c YJM789 Diploid hybrid Meiosis Haploid spores Data: 25 parental hybridizations, 208 wildtype offspring hybridizations, 20 msh mutant offspring, 20 mms4 mutant offspring

  12. Single-reporter methods De novo polymorphism detection • Winzeler et al.Science 281, 1998 (and others): ANOVA testing 1 = 1. • Brem et al. Science 296, 2002 • Steinmetz et al., Nature 416 (6878), 2002 • Borevitz et al.Genome Research 13, 2003: moderated t-test (SAM) • Segregant genotyping (using polymorphims) • Use the estimated posterior probability of class membership (uniform prior on the classes): • Brem et al. augment this: are estimated from clustered data.

  13. But we have multiple reporters per SNP: probe sets 6: CTTCACTATTTGTACAGATCGCAAT 5: CTAACTTCACTATTTGTACAGATCG Probe set: a set of reporters that exactly + uniquely map to a location and interrogate one polymorphism 4: GGCCCTAACTTCACTATTTGTACAG 2: GACTGGCCCTAACTTCACTATTTGT 1: GGAGGACTGGCCCTAACTTCACTAT S96: CCTCCTGACCGGGATTGAAGTGATAAACATGTCTAGCGTTA YJM789: CCTCCTGACCGGGATTGAACTGATAAACATGTCTAGCGTTA 3: GACTGGCCCTAACTTGACTATTTGT

  14. Multivariate analysis of probe set dataparallel coordinate plots log2 intensity reporters in probe set

  15. Multivariate analysis of probe set dataparallel coordinate plots

  16. Multivariate methods SNPScanner: Gresham et al., Science 311, 2006: • Model probe intensity xi with & without presence of SNP as function of • Probe GC content • Position of SNP within the probe • Nucleotides surrounding the SNP • Fit model parameters using two sequenced strains with known SNPs. • To genotype a segregant or new strain at a given base, compute a Bayes factor assumption: covariance matrix diagonal and same

  17. But • neighbouring probes' data are not independent • covariances for the two genotypes are often quite different • training data is often not representative • SNPscanner method generates too many wrong calls •  a generalized multi-probe method

  18. GT-SSC: a semi-supervised, model-based genotyping algorithm An instance of EM algorithm: • Two-component mixture, 1 = 2 = 1/2. • (Xi,Yi) with array data Xi and class variable Yi. Yi known for parental arrays, unknown for segregants. • Assume X|Y multivariate normal. • E-step: initialize the unknown Y with some simple clustering, e.g. k-means, hierarchical agglomeration • Iteratively estimate parameters, E(Yi|Xi), parameters, …. • Classify segregant i based on final estimated E(Yi|Xi).

  19. GT-SSC (genotyping by semi-supervised clustering) An instance of the EM algorithm applied to multivariate Gaussian mixture modeling: simutaneously estimate class shapes and object class membership

  20. GT-SSC (genotyping by semi-supervised clustering) An instance of the EM algorithm applied to multivariate Gaussian mixture modeling: simutaneously estimate class shapes and object class membership

  21. GT-SSC (genotyping by semi-supervised clustering) An instance of the EM algorithm applied to multivariate Gaussian mixture modeling: simutaneously estimate class shapes and object class membership R package ss.genotyping

  22. Examples of SSC probe set results

  23. Aberrant probe sets (cross-hybridization?)

  24. Aberrant probe sets (cross-hybridization?)

  25. Filtering ambiguous individual genotype calls Aberrant probe sets Weakly separating probesets Imbalanced probesets Probe Sets Genotype Calls

  26. SSC calls

  27. SNPscanner calls

  28. Disagreement

  29. PC plots for probe sets with strong disagreement

  30. PC plots for probe sets with strong disagreement

  31. Segregation of 55,987 Markers in a Tetrad 1 marker every 214 bp S288c YJM789 Marker genotypes along chromosome

  32. 52 tetrads

  33. Fine structure of meiotic breakpoints 4657 crossovers, 2766 conversions across 50 meioses.

  34. Complex events Crossover plus two conversion tracts - suggests that a single NCO resolution can produce evidence on both involved strands

  35. Complex events Four overlapping conversion tracts.

  36. General characteristics Crossover Conversion Size (bp) 1.8% - 4.5% of genome is part of recombination events in a single meiosis (up to 544 Kb) Every chromosome had at least one crossover event

  37. Evidence for different positional preferences of CO and NCO events HIS4

  38. Implications of A Conversion Hotspot:Non-monotonous relationship between genetic and physical map tightly linked less tightly linked proximal sequence has greater genetic distance than distal sequence conversion hotspot

  39. Ty elements

  40. Hotspots and intra-species diversity SNP densities from Sanger Centre's Saccharomyces Genome Resequencing Project Hotspots are associated with higher SNP density

  41. Interference Zki8 Spo11 Spo11 Zki8 Zip4 Zip2 Zip3 Rad50 Mre11 Xrs2 Zip1 Zip1 Dmc1/Rad51 Mer3 SDSA DSBR Msh4/Msh5 Mus81 Mms4 Mlh1 Mlh3 crossover crossover noncrossover

  42. Meiosis in a msh4 null mutant

  43. Crossover interference is reduced in msh4 mutant 40-60 kb 60-80 kb Distance between adjacent crossovers (bp)

  44. Conclusions Used high-density tiling arrays to resequence >50 tetrads (>200 spores) from crossing of two phenotypically diverse strains 1.8% - 4.5% of genome is part of recombination events in a single meiosis (up to 544 Kb) Recombination hotspots show evidence of allelic homogenization Crossover interference extends for 60-80 kb in wildtype and is reduced in msh4 mutant Conversion rates are unaffected in msh4 mutants questioning homeostasis between crossovers and conversions

  45. Acknowledgements • EBI • Alessandro Brozzi • David Jitao Zhang • Elin Axelsson • Ligia Bras • Tony Chiang • Audrey Kauffmann • Greg Pau • Oleg Sklyar • Mike Smith • Jörn Tödling EMBL HD Lars Steinmetz Julien Gagneur Zhenyu Xu Sandra Clauder-Münster Fabiana Perocchi Wu Wei Eugenio Mancera Ramos Richard Bourgon • The contributors to R and Bioconductor projects

  46. %DSB DSBs Map Baudat F. & Nicolas A., 1997 SGD Map cM/Kbp Kbp www.yeastgenome.org Comparison of Recombination Maps crossover conversion Our Maps count

  47. Benchmark SNPScanner - GTS • 233 Affymetrix yeast tiling arrays from Steinmetz group: 13 S288, 12 YJM789: training data 52 tetrads of crosses: to be genotyped • Same post-processing/filter

  48. GT-SSC vs SNPScanner arrays genomic position (markers)

  49. GT-SSC vs SNPScanner

More Related