Lambda-Coalescents Arising in a Population With Dormancy

Lambda-Coalescents Arising in a Population With Dormancy

Hausdorff Center for Mathematics via YouTube Direct link

The Wright-Fisher Model

2 of 18

2 of 18

The Wright-Fisher Model

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Lambda-Coalescents Arising in a Population With Dormancy

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  1. 1 A-coalescents arising in a population with dormancy
  2. 2 The Wright-Fisher Model
  3. 3 Kingman's Coalescent (Kingman, 1982)
  4. 4 A Limit Theorem
  5. 5 Coalescents with multiple mergers (A-coalescents)
  6. 6 Definition and construction of the A-coalescent
  7. 7 Cannings models (Cannings, 1974)
  8. 8 Convergence of the genealogy in Cannings models
  9. 9 Heavy-tailed offspring distributions
  10. 10 Idea of the proof (1 2)
  11. 11 Idea of Wright and Vestigian (2019)
  12. 12 A model involving dormancy
  13. 13 A two-point distribution
  14. 14 Genealogy of the population
  15. 15 Exponentially increasing rate of exit from dormancy
  16. 16 Classifying the possible limits
  17. 17 The effect of summer
  18. 18 Summary and conclusions

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