multiple traits and pleiotropy JBW lecture Flashcards

1
Q

define pleiotropy

A

a single gene/locus affects the expression of multiple traits; traits are not independent

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2
Q

define linkage disequilibrium

A

alleles at different loci affecting different traits are co-inherited

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3
Q

define linkage group

A

alleles for 2 traits are close and co-inherited

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4
Q

covariances

A

covariances measure associations between traits; indicates amount of shared variation between 2 factors; indicates degree and direction of shared deviations from the mean

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5
Q

positive covariance (for trait x and trait y) ie cov>0

A

positive deviations in x tend to be found with positive deviations in y (ellipse pointing forwards)

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6
Q

negative covariance (for trait x and trait y) ie cov<0

A

positive deviations in x tend to be found with negative deviations in y (ellipse pointing backwards)

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7
Q

correlations have no units

A

correlations are covariances but in arbitrary scales - measured on arbitrary scales (variances use units/scale and are given in squared units)

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8
Q

what do covariances depend on?

A

on the scale of the two traits being examined eg cov between body size and arm length in kgcm units

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9
Q

when cov=0 what does graph look like?

A

graph is cluster of data in vague circle around bivariate mean - no association between trait 1 and 2; no surplus of individuals with particular ratio of traits

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10
Q

sources of covariation

A

partition into different sources: genetic covariance - genetically-based association between traits; additive genetic covariance - heritable association between traits eg long-armed tall children; environmental covariance - envtl. effects jointly influ 2 traits

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11
Q

linkage disequilibrium as a source and what breaks down LD?

A

a source of gen correlation; LD creates a gen assoc. betw. traits but v. hard to build into models; LD is broken down by recombination - unless selection keeps recreating an association, recombination will remove one - need v. strong selection.

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12
Q

how many generations gets rid of LD if no selection

A

if no selection, 5 generations all lost; with average selection, in 25 generations most LD lost

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13
Q

Pleiotropy

A

one locus affects more than one trait

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14
Q

Causes of pleiotropy

A

same gene expressed in different tissues; shared developmental basis; physical interactions (muscle on bone, tissue fields); causal, where trait 1 causes trait 2 eg high resting metabolic rate and body weight; autocorrelation eg height at yr1 and height at yr2

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15
Q

what’s the difference between phenotypic covariance and genetic covariance (or correlation?)

A

phenotypic covariance involves the values of the two traits you would measure on an individual; genetic covariance represents the average phenotypic value of trait 1 and trait 2 for a given genotype (requires replicating the genotype multiple times)

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16
Q

what do the points on an additive genetic covariance graph show?

A

points represent the breeding value for trait 1 and trait 2 for a given genotype/individual (it requires information about offspring/progeny)

17
Q

what do the points on an environmental covariance/correlation show? eg fecundity (x) v. longevity (y)

A

points represent the mean value for trait 1 and trait 2 of multiple individuals experiencing the same environment; low fecundity and longevity represents a hard envt., high fecundity and longevity represents a benign envt. [this is why genetic relationship between traits in a population is so hard to understand]

18
Q

why do we care?

A

genetic correlations determine the multivariate response to selection; correlations and patterns of pleiotropy can tell us whether there are ‘evolutionary constraints’; correlations and patterns of pleiotropy can reveal trade-offs; genetic correlations can bias patterns of macro-evolution

19
Q

what is the multivariate response to selection?

A

the evolution of multiple traits are tied together through genetic correlations; selection acting on one trait shifts the distribution of other traits;

20
Q

break multivariate response to selection down to univariate response to selection

A

univariate response of a trait depends on: additive genetic variance of trait; phenotypic variance of trait; where these two determine the heritability; strength of selection on trait measure selection using a selection gradient - the linear relationship between the trait and relative fitness.

21
Q

two traits response to selection

A

additive; additive and dominance effect on two traits; overdominance on two traits; patterns can be complex and consequences vary

22
Q

what is correlated response to selection?

A

selection on one trait leads to evolution of another trait when there is genetic covariance; the size of covariance affects how much the other trait responds/is dragged along

23
Q

what is multivariate response to selection

A

total response to selection on a trait is the sum of the direct (univariate) and correlated responses nb there can be many traits. nb might see constraints if some selection is pulling in opposite directions.

24
Q

evolutionary constraints

A

genetic correlations can limit the response to selection for some trait combinations ie in some directions; if correlations are large enough, some combinations may be impossible ie the constraint is absolute;

25
Q

what happens to the population if selection is aligned with pattern of co-variation?

A

See a responsive population - both selections positive; nb remember there can be many traits.

26
Q

evolution can be seen as a process of optimisation, but with many traits can an organism optimise all traits?

A

Trade-offs…: can be ‘absolute’ constraints when they arise from some underlying factor; sharing the pie eg resource trade-offs (if resources are used for one structure, they are not available for another); longevity/fecundity; seed size/seed number

27
Q

antagonistic pleiotropy (where traits have a genetic basis)

A

Antagonistic pleiotropy is where traits show a trade-off or are otherwise negatively related to each other: alleles that increase value of one trait, decrease value of the other; cannot increase both traits at the same time; ‘deleterious’ alleles (eg those causing disease) might show antag. pleiotropy - positive and negative selection effects

28
Q

why can phenotypic correlations be misleading? Or, why do we need to look at genetic correlations?

A

environments vary in quality in ways that are not observed so what looks like a positive association eg longevity/fecundity, can easily be a change in environmental quality. Need to look at genetic correlations ie the same genotypes many times and in a wide range of envt. and then take the mean value.

29
Q

Describe evolution on a fitness surface

A

populations evolve to the peak; correlations bias direction of evolution; direction of high variation is Gmax; evolutionary lines of least resistance;

Brain Body Size Allometry;

30
Q

Define Gmax

A

multivariate direction of greatest genetic variation;

bias in evolution towards Gmax can lead to genetic constraints;

Gmax shows the longest skewer through all variation;

it’s a directional combination of traits with most variation;

is Gmax a snapshot view of variation present or is it a property of the population?

31
Q

Genetic architecture events combine to provide new opportunities within that environment because of its new trait combinations

A

So the outliers, eg human cranium size are successful because of events that happened in the past.

32
Q

How can Gmax be calculated?

A

Bottleneck a population and measure G;

Look back at ancestors - if all G similar - average them to get a representative Gmax

33
Q

What is G?

A

The genetic variance-covariance matrix;