Population genetics Flashcards

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1
Q

Population genetics

A

take into account the way allele frequency changes over time and genotype frequencies

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2
Q

Allele frequency

A

number of alleles X in a population/number of total alleles in a population

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3
Q

Genotype frequency

A

number of genotype X in a population/ number of total genotypes

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4
Q

Hardy- Weinberg equilibrium equation

A

p2 + 2pq + q2= 1

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5
Q

What are the assumptions of the Hardy- Weinberg equilibrium?

A
  1. Big population
  2. Random mating
  3. Absence of migratory flux
  4. Absence of selective pressure on genotypes
  5. Absence of new mutations
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6
Q

Inbreeding coefficient

A

F = Σ (0.5^n) (1+Fn)

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7
Q

How often does alleles mutate?

A

u= 10^-5 - 10^-6

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8
Q

Equation for the variation of allelic frequency due to spontaneous mutations

A

(1-u)^t =pt/po

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9
Q

Genetic drift

A

Random change in allele frequency

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10
Q

Causes of genetic drift

A
  1. Sampling errors: smaller populations have a larger sampling variance
  2. Founder effect
  3. Bottleneck effect
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11
Q

Founder effect

A

A population is established from a small number of breeding individuals

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12
Q

Bottleneck effect

A

A population is drastically reduced in size

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13
Q

What does it mean that an allele is fixed?

A

When the allele frequency reaches a value of 0.0 or 1.0 and there is no change in allele frequency unless another allele is reintroduced through mutation/migration

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14
Q

Fixation probability

A

1/2N

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15
Q

Elimination probability

A

1- 1/2N

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16
Q

Migration equation

A

Δpc = m( pD- pR)
Δpc= allelic frequency variation
pD= donor allelic frequency
pR= recipient allelic frequency
m= migration fraction

17
Q

Monodirectional gene flux

A

one population moves into another

18
Q

Bidirectional gene flux

A

2 populations migrate to form a new one

19
Q

Factors of natural selection

A
  1. survival and adaptation
  2. efficiency of mating
  3. fecundity
20
Q

Directional selection

A

An extreme is favoured

21
Q

Stabilising selection

A

Intermediates are favoured

22
Q

Disruptive selection

A

The 2 extremes are favored

23
Q

Fitness

A

s= 1-w
s: selection coefficient

24
Q

When is the sum of the Hardy-Weinberg equation not equal to 1?

A

In a changing population because our population is not fit in terms of the selection applied

25
Q

Hardy-Weinberg with fitness

A

p2WAA/ W + 2pqWAa/W + q2Waa/ W= 1

26
Q

Hardy-Weinberg with fitness frequency of allele A

A

p2WAA/ W + pqWAa/W = freq A

27
Q

Hardy-Weinberg with fitness frequency of allele a

A

pqWAa/W + q2Waa/ W= freq a

28
Q

Cases of overdominance

A

Sickle cell anemia
Phenylketonuria
CF

29
Q

How is phenylketonuria an example of overdominance?

A

The heterozygous state can protect against the toxic effects of ochratoxin A

30
Q

How is CF an example of overdominance?

A

Carriers of CF gene may have resistance to bacterial toxin-mediated diarrhoea