Foundations of the theory of speciation
5 - 6 November 2008, Lausanne
Lecturer
Prof. Sergey Gavrilets, University of Tennessee, Knoxville
Summary
The course is oriented towards graduate students and researchers in life sciences, complexity theory, mathematical biology, and applied mathematics.
Solid understanding of principles of population genetics or modeling principles is required.
Course outline:
1. Fitness landscapes
Working example: one-locus, two-allele model of viability selection
Fitness landscape as fitness of gene combinations
Fitness landscape as the mean fitness of populations
The metaphor of fitness landscapes
Wright's rugged fitness landscapes
Fisher's single-peak fitness landscapes
Kimura's flat fitness landscapes
Fitness landscapes for mating pairs
Fitness landscapes for quantitative traits
Fitness landscape as fitness of trait combinations
Fitness landscape as the mean fitness of populations
Fitness landscapes for mating pairs
Nearly neutral networks and holey fitness landscapes
Simple models
Russian roulette model in two dimensions
Russian roulette model on hypercubes
Generalized Russian roulette model
Neutral networks in RNA landscapes
Neutral networks in protein landscapes
Other evidence for nearly neutral networks
2. Steps toward speciation on rugged fitness landscapes
Stochastic transitions between isolated fitness peaks
Fixation of an underdominant mutation
Peak shift in a quantitative character
Fixation of compensatory mutations in a two-locus haploid population
Some consequences of spatial subdivision and density fluctuations
Spatial subdivision
Stochastic transitions in a growing population
Peak shifts by selection
3. Speciation in the Bateson-Dobzhansky-Muller (BDM) model
The 2-locus 2-allele BDM model of reproductive isolation
Fitness landscapes in the 2-locus 2-allele BDM model
The mechanisms of reproductive isolation in the BDM model
Population genetics in the 2-locus 2-allele BDM model
Haploid population
Diploid population
Dynamics of speciation in the 2-locus 2-allele BDM model
Allopatric speciation
Parapatric speciation
Multilocus BDM models
The Walsh model
Divergent degeneration of duplicated genes
Three- and four-locus models
Accumulation of genetic incompatibilities
Allopatric speciation
Parapatric speciation
4. Models of sympatric speciation
Maintenance of genetic variation under disruptive natural selection
Spatially heterogeneous selection
Spatially uniform disruptive selection
Frequency-dependent selection in a single population
Evolution of nonrandom mating
Similarity-based nonrandom mating
Matching-based nonrandom mating
Interaction of disruptive selection and nonrandom mating
The Maynard Smith model
The Udovic model
The Felsenstein model
The Diehl-Bush model
5. Models of ecological speciation and adaptive radiation
Case studies
Speciation of cichlids in a crater lake
Speciation of palms on an oceanic island
Hybrid speciation in Heliconius
Ecological morphs formation in Littorina
Diversification of Anolis in Carribbean
General patterns of adaptive radiation
Textbook: "Fitness landscapes and the origin of species" by S. Gavrilets (Princeton University Press, 2004) plus additional materials
General information
Type: course
Number of participants: 40
Location: Lausanne, Biophore building, seminar room 2213
Schedule for both days: Morning: 9.45-13.00, with 15 min break. Lunch: 13.00-14.30. Afternoon: 14.30-17.00 with 20 min break.
ECTS: 0.5
Registration
Registration has now closed!!
Priority is given to PhD students of the ecology and evolution doctoral program. Depending on places availability, other PhD students, master students, Postdocs and academics can attend for free but traveling/accommodation expenses cannot be reimbursed.
Contact
Elisa Piaia
Coordinator of the Inter-University
Doctoral Program in Ecology and Evolution
Biophore building
University of Lausanne
Tel: +41 (0)21 692 4244
Fax: +41 (0)21 692 4165
E-mail: elisa.piaia(at)unil.ch