Chapter 4 and 5: Research foundations and populations Flashcards

1
Q

Indicator

A

means by which we assign individual cases to different values of the variables

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2
Q

Nominal Variable

A

Cannot be ordered or ranked
No mathematical relationship between the variables
numerical value represents differences in kinds, not in degree

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3
Q

Ordinal Variable

A

Organized into categories along a continuum
No precise distance between categories
Numbers represent relative positions

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4
Q

Interval/Ratio Variable

A

Can be ordered and categories are separated by a standard unit
Ratio variables can have an absolute zero
the distance between variables is the same

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5
Q

Which type of variable has the highest precision and which has the lowest?

A

Highest: interval/ratio
Lowest: Nominal

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6
Q

Theory-building research

A

Inductive
Seek to obtain real-world observations in order to create an explainable theory

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7
Q

Theory-testing research

A

Sets out to test the hypothesis established by a theory.

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8
Q

Inductive reasoning

A

using empirical evidence to draw a conclusion - to help form the definition of a concept

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9
Q

Operationalization

A

the process of moving from abstract concepts to concrete measurable variables

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10
Q

Correlation

A

A state in which two entities change in conjunction with the other.

Demonstrating that two concepts are correlated and have a relationship.

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11
Q

Causal mechanism

A

Explains which is the cause and effect relationship between variables.

A plausible explanation of why concepts are related

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12
Q

What is the difference between a causal mechanism and a correlation?

A

A causal relationship means there is one relationship to another.

Correlation simply states does not explain

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13
Q

What does a hypothesis identify? What is the opposite?

A

A hypothesis identifies a relationship between variables

A null hypothesis is the opposite of this. It means there is NO relationship between the variables.

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14
Q

Types of correlation?

A

Positive correlation: Both variables (IV AND DV) move in the same direction, meaning if one increases, so does the other

Negative correlation: The variables move in an opposing direction. Meaning if the iV increases, the DV would decrease.

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15
Q

Name examples for each type of variable

A

Nominal: Religious affiliation
Ordinal: Poor, fair, good, excellent
Interval: Temperature
Ratio: Income (absence of income)

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16
Q

Continuum

A

Ordering the values of a concept based on a dimension of low to high, less to more

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17
Q

What are the 5 criteria for having a strong causal argument?

A

Correlation

Temporal order: a shared pattern in the correlation. Time sequence of events.

Absence of confounding variables: eliminate any alternative explanation the relationship of variables can be accounted for with a third variable (spurious relationship)
Affects both IV and DV simultaneously

Plausible causal mechanism: Parosmonious (easy to explain) and direct

Consistency: replication of the study

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18
Q

Bivariate vs Multivariate

A

Bivariate: contains two variables
Multivariate: Contains multiple independent variables

19
Q

Intervening variable

A

comes in between the IV and DV

20
Q

What is the difference between a confounding variable and a reinforcing variable?

A

Confounding affects both, while reinforcing only affect the dependent variable

21
Q

Categorical concepts vs continuous concepts

A

Categorical concepts: variations within the concept indicate differences of kind, and cases are categorized into groups according to descriptions

Continuous concepts: variations within the concept indicate differences in degree, and the concept’s characteristics are sequentially connected and categories are placed on a continuum.

22
Q

Quantitative research

A

Uses numeric information
uses both categorical and continuous

23
Q

Qualitative research

A

uses more textual information
whether a concept is categorical or continuous

24
Q

Measurement error

A

the difference between the true value and the value obtained through measurement observed through a quantity

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non-random vs random error
Random error: naturally occuring, no specific cause Non-random error: faults in the measures, error in a specific direction. Creates bias in the data
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Measure of validity and types
Whether the measurement accurately reflects the conceptual definition. Internal and external Internal validity: trustworthy assessment of causality, able to satisfy most if not all criteria of causality External validity: the findings of the case may be used to make generalizations beyond the original study
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Population
A group of people that researchers want to make a generalization about.
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What are the 3 factors to consider when choosing a population?
unit of analysis, population parameter, sample statistic
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Unit of analysis
focus group of the study. Defined. Geographic and temporal qualifications
30
Population parameter
Score of each member of the population is measured in numeric form Resultant characteristic
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Sample statistic
Score of a sample measured in numeric form
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What is a sampling selection method and what are the two types
Manner by which cases in the population are selected for inclusion in the sample Can be divided into two categories: probability and non-probability Probability sampling techniques are based on probability theory and allow researchers to use statistics to test the representativeness of their sample. Commonly used in quantitative research Non-probability sampling: opt-in panel surveys. Participants make the decision to join the panel rather than being contacted through random selection and experimental research.
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Sample size
number of cases involved in the sample
34
Probability samples and types
probability ranges from 0 to 1. 0 being no relationship and 1 being a 100% chance. Random selection: Makes generalizations and pulls conclusions Simple random sample: the process by which every case in the population is listed and the sample is selected randomly from this list Systemic random sample: A selection interval is calculated based on the sample size needed. Following this, a random number is used as the selection starting point. Stratified random sampling: Breaking the population into mutually exclusive subgroups, and then randomly sampling each group Cluster Sampling: Process of dividing the population into a number of subgroups, known as clusters, and then randomly selecting clusters within which to randomly sample.
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Non-probability samples and types
Accidental sample (convenience sample): researchers gather data from individuals they “accidentally” encounter or who are convenient Ex: “person on the street” Self-selection: respondents themselves select whether or not to be part of the sample Ex: social media polls Limited to those who opt in Unrepresentative of a larger population Purposive sampling: researcher selection of specific cases Uses his or her judgement to select cases that will provide the most information Used in comparative research Most similar systems design: similar characteristics Most different systems design Snowball sampling: researcher begins by identifying a few cases and then getting referrals to others and continues to branch out Potential for closed loops Quota sampling: research identify a number of target subgroups, and then sets a quota number that must be met by each group
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Design weights
To reconstruct a representative national sample, mathematical corrections to compensate for the fact that respondents probabilities of being selected were influenced by the research design,
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sampling distribution
Sampling distribution: all the possible sample means for a given sample size. Created by totalling the number of combinations that present the specified sample mean
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Confidence interval
Confidence interval: range of values within which the population parameter is likely to fall
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Confidence level
level of confidence that the population parameter will fall within the confidence interval
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What is the most typical level of confidence in social science?
95% confidence level
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Margin of error
amount if sampling error, expressed as a percentage - they are willing to accept. Used in conjunction with the sample statistic plus or minus the margin of error
42
Sampling error
Sampling error: refers to the difference between the sample statistic and population parameter A large sampling error indicates that the sample statistic deviates greatly from the population parameter A small sampling error indicates the sample statistic is close to the population parameter
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Proportionate stratified random sampling vs disproportionate
Proportionate stratified random sampling: generate a final sample that reflected the proportion of each set of students in the overall population Disproportionate stratified random sampling: used if a particular group of interest is small. However, this may not reflect the general population anymore
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