Chapter 4 Flashcards

(38 cards)

1
Q

operationalization

A

The process of systematically observing some feature or characteristic of the world and then recording it in the form of a number or category
Must be able to measure theoretical concepts of interest in order to test for suspected cause and effect
Without good measurement, inference is suspect (i.e. theory testing suffers)

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2
Q

performance measurement

A

Use of measurement for administrative purposes or leadership strategy
Focuses on measuring activities outputs, and outcomes of programs, initiatives or even entire organizations

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3
Q

construct (trait)

A

Concept or thing that we seek to measure

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4
Q

conceptual clarity

A

Define characteristics and boundaries of a concept or construct of interest
Know your unti of interest (individuals? Firms? agencies?)
Know your variation of interest (over time? Between units?)
Be precise!

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5
Q

conceptualization

A

Defining carefully and precisely what it is you seek to measure

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6
Q

where do conceptualizations come from

A

Legislations, regulations, policy debates
Insurance coverage/underinsured
Management initiatives
Customer satisfaction
Academic theory
PSM

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7
Q

manifest constructs

A

Things that are factual
More directly observable than others
EX. height and weight of child

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8
Q

latent constructs

A

Things that are not easily measurable
Factors that cannot be observed directly
EX. child’s knowledge of mathematics or language arts, political ideology, self esteem etc.

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9
Q

proxies

A

A proxy measure
EX. eligibility for free school lunch is a proxy measure of the family income of students

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10
Q

indicators

A

Observable measure of an abstract construct
The tradeoff - we get to measure something abstract, usually the cost of increase error

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11
Q

scales and indexes

A

measures composed of multiple indicators
EX. Grade point average
Index formed from grades in all classes
Measures overall academic performance

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12
Q

validity

A

Extent to which your instrument measures the construct of interest
Does what you are measuring map onto the theoretical construct you intended to measure?
Assessment: is your measure of a construct related to other measures (of variables of interest) as predicted by theory?

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13
Q

face validity

A

Based on looking at measure, how well does it get at what we want to measure
(is it valid or face?)

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14
Q

content validity

A

Includes all important dimensions of the construct
Depends on whether it captures the full range of variations of construct
(does an IQ test have items covering all areas of intelligence?)

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15
Q

construct validity

A

Seeing how well our measures correspond with variables that are logically or theoretically related to the underlying construct we purport to measure
(to what extent does this questionnaire actually measure intelligence versus other related variables?)

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16
Q

concurrent validity

A

How well the measure agrees with a current measure of the same concept

17
Q

predictive validity

A

How well the measure predicts the logical consequences
EX. job satisfaction → quitting (one year)

18
Q

limitations of validity

A

Validity is not all or nothing
Evidence can be less than completely convincing
There is often no magic test for validity
A measure can be valid for one purpose and not another
Often validity is a matter of subjective judgment

19
Q

random measurement / error noise

A

Random and average out to 0
Unpredictable and uncontrollable errors
EX. bathroom scale arrow bent

20
Q

Systematic measurement error / bias

A

Errors that are systematic and on average bend the measure in a particular direction

21
Q

reliability

A

Extent to which re-application of a measurement method produces identical values for a variable
If you cannot generate the same values for independent or dependent variables successively, confidence in results is diminished

22
Q

bias

A

Extent to which measure is consistently off of the mark (low or high)
Can still uncover associates between IV and DV
But must be skeptical of size of descriptive and estimated relationship

23
Q

test-retest reliability

A

Redo and get same results

24
Q

interrater reliability

A

How similar results are from same researcher when measuring same person or object

25
discrete and continuous numbers
Discrete is full numbers, continuous has decimals The mathematical qualities of values assigned
26
nominal
Measures or variables in which the numbers refer to categories that have no inherent order to them Can be arranged in any order discrete Cannot be ranked or operated on by any mathematical function EX. type of car, blood type
27
ordinal
Measures or variables in which the numbers refer to categories that do have an inherent order to them Numbers convey that order Discrete Categories can be ranked The distance between those ranks is undefined EX. military rank
28
interval ratio
Numbers the distance between values is the same across all values Can be discrete or continuous Constant distance between values EX. temperature Interval: arbitrary zero point (temp in c or f) Ration: zero is meaningful (temp in k)
29
dummy variables
Only have two values, 0 and 1 Represent single unit of something
30
split-half reliability
Divide items randomly into two halves and look at correlation between two halves
31
cronbachs alpha
Averages out variation due to luck of the draw
32
qualitative variables
Numbers refer to actual quantities of something
33
categorical variables
Numbers stand for categories
34
unit of measurement
Prices meaning of numbers that appear in data set
35
simple random sampling
Selecting people or elements from a population in such a way that each individual has an equal chance or probability of selection Assumed in most basic statistics formulas and statistical software More complex forms exist - not in this class
36
sampling error
A statistic from a simple random sample is an unbiased estimate for parameter of the population Proportion unemployed in sample is our guess at proportion unemployed in population This is why we see things like +/- 3% in surveys But a random sample results in the estimates that vary somewhat from the true mark, just by luck of the draw
37
parameters
Traits that can be quantified like averages, differences between groups, and relationships among variables
38
central limit theorem
All sampling distributions follow a normal distribution in the limit 9i.e. The larger they get the moral normal and narrow ) Big reason why quantitative research wants lots of observations