selective sweep

Understanding Selective Sweeps and Patterns of Polymorphism

Introduction to Selective Sweeps

  • A selective sweep is a process by which a beneficial mutation increases in frequency in a population, resulting in a change to genetic diversity (polymorphism).

  • The discussion revolves around understanding how polymorphism is affected during and after a selective sweep.

Polymorphism and Beneficial Mutations

  • Polymorphic Sites: We begin with nine polymorphic sites in a population, which includes the beneficial mutation at the origin of the selective sweep.

  • Effects of the Sweep:

    • As the beneficial mutation increases in frequency, surrounding sites (e.g., one to the right of the beneficial mutation) may also rise due to genetic linkage, known as "hitchhiking."

    • From nine polymorphic sites, the count may reduce to as few as seven sites as the sweep progresses. This scenario illustrates a partial sweep where not all sites are affected equally.

Fixation of the Beneficial Mutation

  • A selective sweep continues until the beneficial mutation becomes fixed in the population, meaning it becomes the only variant present.

  • Time Dynamics: Over generations, the effects of the sweep unfold. The longer the duration, the more pronounced the change in genetic variance.

  • Stability of Mutations: While mutations can occur continuously, the introduction of new polymorphisms is often low post-sweep, leading to a new region with excess polymorphisms at low frequencies.

Characteristics of Polymorphisms After a Selective Sweep

  • Low Frequency: The term "low frequency" indicates that certain nucleotide variants remain present at low levels due to their fixation and surrounding genetic context.

  • Gene Tree Representation: Drawing a gene tree reveals short branches for these polymorphisms which indicate recent fixation events and a low diversity at adjacent sites.

Tajima's D Statistic

  • Definition: Tajima's D is a statistical measure used to detect natural selection by comparing two estimators of gene diversity—π (nucleotide diversity) and θ (theta, or expected diversity).

  • Understanding Tajima's D Values:

    • D ≈ 0: Signals neutral evolution where π and θ are comparable.

    • D < 0: Indicates an excess of low-frequency polymorphisms (typical in a selective sweep).

    • D > 0: Suggests an excess of intermediate-frequency polymorphisms.

  • Negative Tajima's D: If a region shows a negative Tajima's D, it implies there are low-frequency polymorphisms linked to a selective sweep.

Weakly Deleterious Mutations

  • Even after a context of a selective sweep, there can be mutations that are weakly deleterious. These mutations persist in the population at low frequencies, consistently detected through negative Tajima's D.

Linkage Disequilibrium and Blocks

  • In the case of a complete selective sweep, linked nucleotide variants to the left and right of the selected mutation experience a rise in frequency since they are inherited together.

  • Hitchhiking Effect: This results in large blocks of linkage disequilibrium.

    • Meiotic recombination does not have sufficient time to separate these linked variants completely, maintaining them as a block above the expected frequency due to linkage with the beneficial mutation.

Implications for Genetic Studies

  • Studying Multiple Genes: To draw valid conclusions regarding selective sweeps, researchers must study not only the gene of interest but also other genes in the genome.

    • This prevents misinterpretation of patterns caused by population growth dynamics.

  • Exponential Population Growth: If an entire genome shows the same Tajima's D pattern as the gene of interest, it suggests the observed patterns may stem from population growth rather than selective sweeps.

Conclusion of the Session

  • The discussion underscores the importance of understanding the genetic architecture and evolutionary dynamics of populations under selection.

  • Maintaining an analytical approach to studying multiple genetically linked regions is crucial in interpreting selective sweeps and their broader implications for evolutionary biology.