Chapter 26 Flashcards

1
Q

Power=1-beta. What is beta?

A

The probability of a Type II Error, usually .2

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2
Q

Is it okay to make adjustments to alpha and beta pragmatically?

A

Yes, as long as it is clearly revealed.

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3
Q

What does changing the alpha or beta accomplish?

A

It prevents wasteful, frivolous studies when the scientist finds that they cannot achieve a significance level and/or power that is acceptable.

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4
Q

As sample size increases, what happens to…
power?
Type II Errors?
Ability to detect small effects/differences?
The margin or error of the confidence interval?

A
  • increases
  • decreases
  • increases
  • increases
  • decreases
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5
Q
Outliers (extreme
observations) can occur for a
variety of reasons. Some of
concern, some not.
• Explanations:
A

Random chance: its OK; it should happen.
• Biological diversity: it is important and interesting.
• Mistake: should be recognized and removed.
• Invalid assumption: be aware that you may have the
wrong model in mind. Maybe it’s not an outlier
under a lognormal model of variation.

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6
Q
If you think that you would
remove outliers, then you
should probably have objective
criteria a priori.
• Because:
A

Humans have a tendency to see too many outliers.
• But,
• It can be legitimate to remove outliers if you are
concerned that they could lead to invalid results.
• Just don’t make a post hoc decision to remove an
outlier simply to make the results significant.

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7
Q

Some Statistical Tests Are More Robust

• i.e.

A

Not greatly affected by
outliers or other differences in
distribution

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8
Q

Some Statistical Tests Are More Robust

Examples:

A

Median vs Mean:
• The median will change very little if an outlier is
removed, but the mean will change more.
• Nonparametric Rank-Based Tests:
• This type of nonparametric test converts values of all
of the observations to their ranks.
• The outlier simply becomes the top or bottom
ranked observation, but all information about how
far it is from the rest of the observations is removed.

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