Lecture 6 Flashcards

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1
Q

what genetic variations in linear regression are affected by the dominance deviation parameter d

A

not only Aa, but also AA and aa

>>> both get lower compared to when d = m

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2
Q

what are the 5 assumptions of the classical twin design

A
  1. equal environments assumption
  2. no GE correlation (passive, actieve or evocative)
  3. no GxE interaction
  4. no assortative mating - random mating is assumed
  5. no gene-gene interaction

> non additive epistatic effects

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3
Q

what happens when the following assumptions are violated

  1. C = 0
  2. D = 0
  3. equal environment
  4. random mating
  5. Cov (AC) = 0
  6. AxE = 0
  7. AxC = 0
A

violation

  1. C = 0 > A overestimated, C underestimated
  2. D = 0 > A overestimated, D underestimated
  3. equal environment

> C mimc A >> A overestimated, C underestimated

  1. random mating

> can result in r(A,A)DZ > 0.5 >> C overestimated, A/D underestimated

  1. Cov(AC) = 0

> mimic C, C overestimated, A underestimated

  1. AxE = 0

> mimic E, E overestimated, A underestimated

  1. AxC = 0

> mimic C, C overestimated, A underestimated

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4
Q

how to choose starting model

A

rDZ < 0.5 rMZ >>> ADE

rDZ = 0.5 rMZ >>> AE

rDZ > 0.5 rMZ >>> ACE

>>> but you never know

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5
Q

explain

AxE/AxC

interaction

A

1.AxE: effects of E depends on level of A

> genetic control of environmental effects

2.AxE: effects of A depends on level of E

> environmental control of genetic effects

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6
Q

how to test for GxE interaction?

A

test for heteroskedasticity

> regress phenotype on A/E

> is the variance of the residuals equal over all levels of A/E?

> if so, then homoskedasticity, no interaction

> if not, then the model is heteroskedastic, GxE interaction

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7
Q

what are 2 binary examples of moderating effects

A
  1. unmarried women show greater levels of genetic influence on depression
  2. religious upbringing diminishes A effects on the personality trait of disinhibition
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8
Q

GxE moderation: what to do when M seems to be a measured variable, but really is influenced by genotype?

A

treat M like a phenotype and include it in your model

>> go full cholesky

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9
Q

what model can be used to analyse moderation in bivariate modeling?

what are the advantages/disadvantages?

A

Purcell’s model (especially when moderator is continuous)

> path loadings are allowed to vary as function of moderator

> moderator features twice: as phenotype and as moderator

advantage: covariance between M and T can also fluctuate as a function of the moderator itself

disadvanteages:

  1. lots of parameters need to be estimated
  2. moderator and trait variables need to have the same measurement level
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