/
Population Genetics PBG 430 Population Genetics PBG 430

Population Genetics PBG 430 - PowerPoint Presentation

ethlyn
ethlyn . @ethlyn
Follow
355 views
Uploaded On 2022-06-15

Population Genetics PBG 430 - PPT Presentation

What is Population Genetics Describes allele and genotype frequencies in populations over space and time Models evolutionary forces survival mutation migration etc Models are generally limited to one or a few loci ID: 918803

frequencies allele population genotype allele frequencies genotype population frequency individuals gene alleles weinberg inbreeding hardy genetic generation mating mutation

Share:

Link:

Embed:

Download Presentation from below link

Download Presentation The PPT/PDF document "Population Genetics PBG 430" is the property of its rightful owner. Permission is granted to download and print the materials on this web site for personal, non-commercial use only, and to display it on your personal computer provided you do not modify the materials and that you retain all copyright notices contained in the materials. By downloading content from our website, you accept the terms of this agreement.


Presentation Transcript

Slide1

Population Genetics

PBG 430

Slide2

What is Population Genetics?

Describes allele and genotype frequencies in populations over space and time

Models evolutionary forces (survival, mutation, migration, etc.)

Models are generally limited to one or a few loci

Foundational concepts for quantitative genetics and genomics tools

Slide3

Populations, Gene Pools and Gene frequenciesPopulation:

a group of individuals that interbreed freely and randomly and normally are members of the same species

“Gene pool”:

sum of alleles of all genes in the population

Gene frequency:

ratio of a particular genotype or allele to the sum of all genotypes/alleles of that gene in a population

Populations can undergo changes in:

Size

Composition

Behavior

Slide4

Population genetics – descriptive statisticsExample:

Population

500 individuals

Two alleles

A = orange petals; a = white petals

“A” is completely dominant over “a”SSR marker  Co-dominant marker for colorin 500 individualsResulting Genotypes  AA = 320; Aa = 160; aa = 20Descriptive statistics permits defining the genetic structure of a population based on:Genotype frequencies (i.e. Aa, Aa, aa)Allele frequencies (i.e. A and a)

Plant

California Poppy

(

Eschscholzia californica

)

Formula

2n = 2x = 12

Genome size

502 Mb

Approximate number of genes

Unknown

Genome sequence

Sequenced! See supplementary materials

Pollination biology

Obligate

out-crossing (insects)

Center of origin

Unknown

Slide5

Calculating genotype and allele frequencies

Genotype frequencies

on 500 individuals

Assuming:

P

AA

: Genotype frequency AA

PAa: Genotype frequency AaPaa: Genotype frequency aaOther statisticsNumber of alleles = 2H0 = observed heterozygosity = 0.32

Genotype

AA

Aa

aa

Total

PhenotypeOrangeOrangeWhite# of Individuals32016020500Code:PAAPAaPaaPAA+PAa+PaaGenotype Frequency0.640.320.041.0

Allele frequencies in the population (1,000 alleles)Assuming:p: Frequency of “A” alleleq: Frequency of “a” allele

Allele

A

a

Total

Derived from:

AA + Aa

aa + Aa

# of alleles in pool

(320*2) + 160

(20*2) + 160

800

200

1000

Allele code:

p

q

p + q

Allele Frequency

0.8

0.2

1.0

Slide6

Why calculate genotype and allele frequencies?

Stability of gene pool (stable or changing)

Estimate rate of change

Predict trends for future generations

Important in conservation and breeding programs

Is there any rule that defines how genes in a population behave from one generation to next generation?

Yes, the Hardy-Weinberg Theorem!

Slide7

The Hardy-Weinberg Theorem (HWT)HWT states that:

Allele and genotype frequencies remain constant from one generation to the next

Genotype frequencies in progeny can be predicted from allele frequencies of the parents

Assuming a diploid and sexually reproducing individuals in a population carrying two alleles

p

and

q

, the expected genotype frequencies of the progeny are p2, 2pq, and q2Equilibrium attained after one generation of random matingHardy-Weinberg theory applies under the following population assumptions:No natural selection, mutation, migration Large, random-mating populationNormal segregationEqual gene frequencies in males and femalesNote that assumptions only need to be true for the locus in question

Slide8

Hardy-Weinberg Equation

Recall probabilities from the poppy example:

p

: Frequency of A = 0.8

q

: Frequency of a = 0.2

What can we say about genotypic frequencies in the next generation?

Rule of multiplication probabilitiesFrom here, we can derive a general formula describing allele and genotype frequencies in a population Hardy-Weinberg equation  p2 + 2pq + q2 = 1Allele frequencies can be calculated if genotype frequencies are knownCan be extended for multiple alleles(p + q + k)2 = 1If allele frequencies do not change over time, population is in a “Hardy-Weinberg equilibrium”

p

2

=0.64

pq

=0.16

q2=0.04pq=0.16 Ap = 0.8PollenEgg aq = 0.2 aq = 0.2

Ap = 0.8Genotype

AA

Aa

aa

Total

Code

p

2

2pq

q

2

Genotype Frequency

0.64

0.32

0.04

1.0

Allele

A

a

Total

Code

p

q

p + q

Allele Frequency

0.8

0.2

1.0

Slide9

Forces driving changesFactors affecting allele and genotype frequencies:

Mutation

Any change in the DNA

This mutation must be transmitted to the progeny

A mutation will increase in the population if the n

ew

allele is better fit to current conditions, allowing individuals carrying this allele to survive and produce abundant offspring

Natural SelectionIn HWE, all individuals must have equal chances to produce offspringHowever, some variants can produce more progeny than othersThe differences in number of individuals produced in the next generation is called natural selection

Slide10

Forces driving changes – Cont. Factors affecting allele and genotype frequencies

Genetic drift

By chance

Stronger effects visualized in:

Small populations

Extreme reduction in population size

(bottleneck effect) due to

natural disasters, floods, severe winters, etc.Gene flowExchange of genetic material between isolated populationsThe population may gain or lose allelesSource of gene flowExchange of gametes by wind or insectsNew individuals in the population

Slide11

More forces driving changesFactors affecting allele and genotype frequencies Mating structure

Chances of mating between individuals are higher between neighbors

Preferential crossing with neighbors

“inbreeding”

Self-pollinated species are the most

severe cases of inbreeding, where

female and male reproductive organs are in the same place Inbreeding leads to decreased genetic variation and increased homozygosity

Slide12

Inbreeding

Inbreeding:

Mating of individuals that are closely related resulting in increased homozygosity

Causes of inbreeding

Small population size

Mating between relatives

or

self-pollinationMay lead to inbreeding depressionDeleterious recessive allelesOutcrossing species (suffer more)AaA Aa aa

Genotype

Allele

Aa

A

a

Initial Frequency100%50%50%Frequency after selfing 50%50%50%Question: How does self-pollination affect allele and genotype frequencies in a HWE population?Answer: Selfing causes differences in genotype frequencies but not in allele frequencies. Changes are due to a reduction of heterozygous individuals.

Slide13

By now you should be able to…Calculate genotype and allele frequencies for a given population.

What type of information can you get from collecting these data over time for a specific population?

Describe the Hardy-Weinberg Theorem and its assumptions.

Discuss how these factors drive populations away from the Hardy-Weinberg equilibrium:

Mutations

Natural selection

Genetic drift

Genetic flowMating structureDescribe inbreeding depression. What is the main explanation for this phenomenon? Why is this phenomenon often observed for outcrossing species and assumed not to be a problem in self-pollinating species?