Lecture 10 Flashcards

1
Q

What is Causality?

A

Causal modelling in observational data.

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2
Q

Where is Causality crucial?

A

In Responsible and Explainable AI.

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3
Q

What is the Classical rigid approach?

A

Causal interference is only possible in RCT’s (Randomized Clinical Trials).

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4
Q

How does a RCT work?

A

All patients are randomly assigned to a control group and an experiment group.

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5
Q

What is the goal of the Classical rigid approach?

A

To estimate the effect of the IV (Independent Variable) on the DV (Dependent Variable).

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6
Q

What is the Independent Variable?

A

Usually an intervention, exposure or treatment?

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7
Q

What is the Dependent Variable?

A

Usually represents a survival time, test score, measurement or a binary outcome.

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8
Q

What can we assume due to randomisation (Classical rigid approach)?

A

That both groups are identical with respect to all measured/unmeasured variables (except the IV).

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9
Q

What causes the differences between C and E with respect to the DV?

A

The IV (cause-effect relation).

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10
Q

Why is RCT often not possible? (4 reasons)

A

Unethical, logically impossible, too expensive, too timeconsuming.

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11
Q

What kinds of studies are done in a RCT without randomisation?

A

Observational studies.

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12
Q

What can we not assume in a RCT without randomisation?

A

That both groups are identical with respect to all (un)measured variables.

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13
Q

What does the absence of identity affect and jeopardize (RCT without randomisation)?

A

The established cause-effect relation is affected and the validity of the research is jeopardized (bias could occur).

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14
Q

What is the Confounding Variable?

A

A variable that influences both the dependent and the independent variable.

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15
Q

What is a disadvantage of the Confounding Variable?

A

It may cause a false association between IV and DV.

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16
Q

What may the controlling for the confounder do? (Confounding Variable)

A

It may drop the association between IV and DV to zero.

17
Q

What may the 3rd variable do? (2 things) (Confounding variable)

A
  1. It may weaken the effect of IV on DV.

2. It may cause the sign to switch (positive negative).

18
Q

Are Correlations / Associations enough to identify a confounding variable?

A

No.

19
Q

What is a Mediation Variable?

A

A mediation model is used to identify and explain the mechanism/process that underlies an observed relationship between an IV and DV by including a 3rd variable, the mediation variable.

20
Q

What kind of relation can you find between IV and DV with the Mediation model?

A

An Indirect causal relation.

21
Q

What is the Mediation Variable part of? What does it serve for?

A

It is part of the causal path and serves to clarify the nature of the relationship between IV and DV.

22
Q

When do Mediation analysis work best?

A

When the IV and DV don’t have an obvious connection.

23
Q

What is Full Mediation?

A

When the inclusion of the mediation variable drops the relationship between IV and DV to zero.

24
Q

What is Partial Mediation?

A

When the inclusion of the mediation variable accounts for some of the relationship between IV and DV (direct and indirect effects).

25
Q

What does the Moderator Variable do?

A

It explains the strength of the relationship between the dependent and independent variable.

26
Q

Can one draw causal arrows when only analysing a single cotingency table?

A

No.

27
Q

What kind of concept is association?

A

A symmetric concept.

28
Q

What is the relation of correlation to causality (Simpsons paradox)?

A

correlation IS NOT causality.

29
Q

What is the relation of skewness to bias (Simpsons paradox)?

A

skewness IS NOT bias.

30
Q

What kind of process is the Simpsons paradox?

A

A mediation process.

31
Q

When can we speak of the Simpsons paradox?

A

When a positive association between two categorical variables is negative in all classes of a third variable we control for.

32
Q

How do we determine the weights of the arrows when making a model?

A

The weights of arrows can be estimated with statistical techniques such as multiple regression analysis, path analysis and structural equation modelling (SEM).