Quiz 2 Flashcards

1
Q

Why is measurement necessary

A

to empirically test utility of a scientific explanation. (Note that different measurements can yield different conclusions)

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2
Q

Measure

A

Quantitative representation of a concept

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3
Q

Operationalization

A

The process of transforming concepts into measurable indicators

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4
Q

Nominal Measures

A

Values assigned represent different categories, without order or hierarchy
Ex: ethnicity, religion, place of birth

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5
Q

Ordinal Measures

A

An order among the categories (possible values)
Distance between the categories is not necessary equal
Ex: income categories in surveys

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6
Q

Interval Measures

A

Values are continuous (any value in a range)
The distance between values is real, known, and meaningful
Ex: age, rainfall (in inches), income

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7
Q

Ratio level Measures

A

Includes the values of categories, the order of the categories, and the intervals between them
Also includes the relative amounts of
Have a defined absolute 0 value, so fractions/ratios

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8
Q

Validity

A

Degree to which the measure matches the concept it is thought to measure

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9
Q

Reliability

A

The extent to which a procedure or measure in repeated test produces consistent results

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10
Q

Measurement Error

A

Difference between the true value of an object and the observed value

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11
Q

Random Error

A

Has no systematic direction or cause.
Doesn’t affect the average, only the variability around the average

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12
Q

Systematic Measurement Error

A

Results in systematically over or under-measuring the value if a concept
DOES affect the average and is therefore much more problematic

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13
Q

Measures of Central Tendency

A

Mean, median, and mode

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14
Q

Dispersion (measures of spread)

A

St. Dev, interquartile range, range

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15
Q

Frequencies

A

How often a value occurs in the data. Can be a raw count or a proportion

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16
Q

Range

A

Works best for ordinal and interval variables

17
Q

Mean works best for

A

Interval/ratio

18
Q

Median works better for

A

Ordinal variables

19
Q

Mode works best for

A

Nominal and ordinal variables

20
Q

IQR works best for

A

Ordinal and interval variables

21
Q

Variance

A

The average squared differences between values and the mean. Works for interval variables

22
Q

Standard Deviation

A

The square root of the variance. Works best for interval variables

23
Q

Steps to specify and test relationships between variables

A

Propose relationship
Develop a causal theory
Frame hypothesis
Collect data

24
Q

What makes a good theory

A
  • Causal
    General
    Consistent with existing knowledge
    Internally consistent
    Explains multiple outcomes
    Makes falsifiable claims
25
Q

Bolet et al main finding

A

Just Transition Agreement for phasing out coal was electorally successful, driven by unions’ support of the JTA

26
Q

Tai Li Desmarais Main Findings

A

Republican legislators share misinformation at higher rates, with certain states emerging as misinformation hotspots.
Legislators in professional legislatures are less likely to spread misinformation