Chapter 13 - Experiments and Observational Studies Flashcards

1
Q

observational study

A

A study based on data in which no manipulation of factors has been employed. In this study, researchers do not assign choices; they simply observe them.

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2
Q

retrospective study

A

An observational study in which subjects are selected and then their previous conditions or behaviors are determined. Need not be based on random samples and they usually focus on estimating differences between groups or associations between variables.

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3
Q

prospective study

A

An observational study in which subjects are followed to observe future outcomes. No treatments are deliberately applied, so not an experiment. Typically focus on estimating differences among groups that might appear as the groups are followed during the course of the study.

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4
Q

What is it not possible for observational studies to do?

A

To demonstrate a causal relationship.

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5
Q

An experiment:

A

MANIPULATES factor levels to create treatments, randomly ASSIGNS subjects to
these treatment levels, and then COMPARES the responses of the subject groups across treatment levels.

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6
Q

What must an experimenter identify, manipulate, and measure?

A

IDENTIFY at least one explanatory variable, called a factor to MANIPULATE. IDENTIFY at least one response variable to MEASURE.

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7
Q

What distinguishes an experiment from other types of investigations?

A

The experimenter actively and deliberately
MANIPULATES the factors to CONTROL the details of the possible treatments, and ASSIGNS
the subjects to those treatments AT RANDOM.

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8
Q

Humans who are experimented on are commonly called:

A

subjects or participants

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9
Q

Generic term for individuals experimented on:

A

experimental unit

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10
Q

What are the levels of a factor?

A

The specific values that the experimenter chooses for a factor.

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11
Q

What is a treatment?

A

The process, intervention, or other controlled circumstance applied to randomly assigned experimental
units. Treatments are the different levels of a single factor or are made up of combinations
of levels of two or more factors.

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12
Q

What are the four principles of experimental design?

A
  1. Control
  2. Randomize
  3. Replicate
  4. Block (not required in experimental design)
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13
Q

How do we control sources of variation other than the factors we are testing?

A

By making conditions as similar as possible for all treatment groups.

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14
Q

What does randomization allow us to do?

A

It allows us to EQUALIZE the effects of unknown or uncontrollable sources of variation.

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15
Q

The outcome of an experiment on a single subject is what?

A

An anecdote (NOT data)

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16
Q

What are the kinds of replication?

A
  1. Apply each treatment to a number of subjects. Only with such replication can we estimate the variability of responses.
  2. When the experimental units are
    not a representative sample from the population of interest. (Then you would want to replicate the entire study with a different group of subjects, preferably
    from a different part of the population.)
17
Q

When should randomization be used to equalize variation across treatment groups?

A

In the long run.

18
Q

What is a factor?

A

A variable whose levels are manipulated by the experimenter. Experiments attempt to discover
the effects that differences in factor levels may have on the responses of the experimental units.

19
Q

What is a response?

A

A variable whose values are compared across different treatments. In a randomized experiment, large response differences can be attributed to the effect of differences in treatment level.

20
Q

Why block?

A

To reduce the effects of identifiable attributes of the subjects that cannot be controlled. Blocking is an important compromise between randomization and control.

21
Q

When do we consider the difference to be statistically significant?

A

When an observed difference is too large for us to believe that it is likely to have occurred naturally.

22
Q

What is the control group?

A

The experimental units assigned to a baseline treatment level, typically either the “well understood” default
treatment, or a null, placebo treatment. Their responses provide a basis for comparison.

23
Q

Any individual associated with an experiment who is not aware of how subjects have been
allocated to treatment groups is said to be _________.

A

blinded

24
Q

What are the two main classes who can effect the outcome of an experiment?

A
  • those who could influence the results (the subjects, treatment administrators, or technicians).
  • those who evaluate the results (judges, treating physicians, etc.).

(blinding one entire class is a single-blind, blinding both would be a double-blind)

25
Q

What is a placebo?

A

A treatment known to have no effect, administered so that all groups experience the same conditions. Only
by comparing with a placebo can we be sure that the observed effect of a treatment is not due sim-
ply to the placebo effect.

26
Q

What is the placebo effect?

A

The tendency of many human subjects (often 20% or more of experiment subjects) to show a response even when administered a placebo.

27
Q

What should one do when groups of experimental units are similar? Why?

A
It is often a good idea to gather them together
into blocks (blocking) using a blocking variable. This isolates the variability attributable to the differences between the blocks so that we can see the differences caused by the treatments more clearly.
28
Q

What is matching?

A

In a retrospective or prospective study, subjects who are SIMILAR in ways NOT under study may be matched and then compared with each other on the variables of interest.

29
Q

What are the designs for experiments?

A

A COMPLETELY RANDOMIZED DESIGN, in which all experimental units have an equal chance of
receiving any treatment. A RANDOMIZED BLOCK DESIGN, in which the randomization occurs only within blocks.

30
Q

What happens when we say factors are confounded?

A

The levels of one factor are associated with the levels of another factor in such a way that their effects cannot be separated.

31
Q

What is the recommended way to start comparing results for treatment groups?

A

Boxplots.