Methods III Flashcards

1
Q

In Hpyothesis testing, for which p-values is it likely to reject the null-hypothesis? (When p = P(observed effect | H0)

A

For (very) low values of p, it is a high confindence of the null-hypothesis to be rejected.

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2
Q

In Hpyothesis testing, for which p-values is it likely to not reject the null-hypothesis? (When p = P(observed effect | H0)

A

For (very) high values of p, it is a low confindence and statistically insignificant.

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3
Q

What are we testing in Hypothesis testing?

A

We are testing the likely hood of the measured difference between the means of a hypothesis and an actual sample.

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4
Q

If we reject the null-hypothesis, does this mean we accept the alternative hypothesis?

A

No

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5
Q

Do we reject the null-hypothesis if the p-value is above or under the significance level (alpha).

A

we reject when p-value is under (or equal to) alpha (p « a)

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6
Q

Do we fail to reject the null-hypothesis if the p-value is above or under the significance level (alpha).

A

When p-value is above the significance level a, we fail to reject the null-hypothesis.

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7
Q

In hypothesis testing, what is an Type II error?

A

When the truth is that H0 false, but hypothesis-test incorrectly not rejects H0

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8
Q

In hypothesis testing, what is an Type I error?

A

When the truth is that H0 is true, but hypothesis-test incorrectly rejects H0

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9
Q

In hypothesis testing, what would a false positive mean?

A

That the H0 actually is true but it still was rejected. (the attempt to reject the null-hypo was (falsely) positive) (type I error)

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10
Q

In hypothesis testing, what would a false negative mean?

A

That the H0 actually is false but it still was failed to reject it. (the attempt to reject the null-hypo was (falsely) negative) (type II error)

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11
Q

In hypothesis testing, what would a true negative mean?

A

That the H0 was true and hence it was failed to reject it. (the attempt to reject the null-hypo was (correctly) negative)

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12
Q

What is the chance of a Type II error in hypothesis testing?

A

This chance is equal to the area underneath the H1 curve that lays to opposite site of the signififcane level. We call this ß.

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13
Q

What is the chance of a Type I error in hypothesis testing?

A

This chance is equal to the significance level (alpha), because it represents the probability underneath the H0 curve that is smaller than alpha.

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14
Q

What is a t-test used for?

A

A t-test is used to define the chances of a curve in hypothesis testing.

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15
Q

What formula is used for t-tests? (you should be able to indentify what parameters have what influence)

A

t = sqrt(n) * (mean(X) - mu) / (sigma). Where mean(X) is the x axis and mu is the mean of an hypothesis. Sigma is the standard deviation.

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16
Q

Will an increase in sample size reduce or increase the Type II error of an t-test.

A

Reduce, as it sharpens the curve and hence reduces the area.

17
Q

Will an decrease in the alternative hypothesis (mu) reduce or increase the Type II error of an t-test?

A

Increase, When the curves are moved more closely, the area (thus chance) of a type II error increases.

18
Q

What change in variance will result in a higher type II error?

A

A higher variance, will allow for wider curves, and thus more area for a type II error.

19
Q

What can we change to improve t-test for hypothesis testing?

A

As variance and mean are defined by the data itself; we can only gather more data in order to improve our t-test.

20
Q

What is the power of a t-test?

A

1-P(type II) = 1 - ß

21
Q

What does statistical testing relate to?

A

It only relates to random error, systematic error is completely ignored.

22
Q

What is statistical validity?

A

Are our claims valid? Are the measured values really the practical truth?

23
Q

What is statistical reliability?

A

Are we confident about our claims? Is it likely to obtain the same results in an equal study?

24
Q

What is pseudoreplication?

A

Any two experimental units should be able to receive two different treatments, if they can’t they are probably sampling unit. Psuedoreplication: If we interpet this wrong in our observations, the false replication inflates the sample size, statistical power, etc.

25
Q

In retrospect to internal validity, what is selection bias?

A

There are already (unknown) differences between groups.

26
Q

In retrospect to internal validity, what is the threat of Repeated testing?

A

Subjects learn and remember between observations

27
Q

In retrospect to internal validity, what is the threat of Matuartion and learning?

A

Subjects change during the study, affecting the response.

28
Q

In retrospect to internal validity, what is the threat of Experimenter bias?

A

Researchers unknowingly affects subjects and their responses

29
Q

In validity, what is regarded an non-experiment?

A

We only observe existent data; we do not control the treatments or patients.

30
Q

In validity, what is regarded a quasi-experiment?

A

We can now control wich treatment is used, but that decision is not random: it might be dependent on the gender of a patient.

31
Q

In validity, what is regarded an true-experiment?

A

There is a assignment of random treatments to random patients. It’s all random, so it gives us the most usefull data.

32
Q

What is conclusion validity?

A

It reflects how valid the conclusion drawn in retrospect with the significance level of the outcome, etc.

33
Q

What are threats to conclusion validity?

A

Unreasonable assumptions or low statisitical power in analysis. Low reliablity of instruments or poor data documentation.

34
Q

What is internal validity?

A

How exhaustive and mutually exclusive is the outcome of the results? (are the possible thrid variables that influence the outcome?)

35
Q

What is contruct validity?

A

Are the variables that are being analysed correctly reflect the concepts of the study? (f.i. you cant use google searches to indicate strong economical behaviour.)

36
Q

What is external validity?

A

How well does our sample group represent a larger population? (generalisation)