Lecture 1: Introduction to Statistics (Chapter 1) Flashcards

1
Q

Why are Statistics needed?

A

Stats are the best set of tools to decide if a statement is true

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2
Q

What is an inductive statement?

A

A statement whose truth can be assessed by collecting and analyzing data

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3
Q

Types of Statistical Analysis

A
  1. Descriptive Statistics
  2. Inferential Statistics
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4
Q

Descriptive Statistics?

A
  • Numbers that are used to summarize and describe data
  • Good at telling us what our data looks like
  • NOT ABLE TO GENERALIZE
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5
Q

Data?

A

Information collected from a survey etc.

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6
Q

Inferential Statistics?

A
  • Helps us generalize our sample back up to our population, easy to generalize the information
    2 TYPES
    1. T-stats
    2. F-Stats
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7
Q

T-stats?

A

used to determine if there is a change in 2 groups over time

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8
Q

F-stats?

A

used to determine if there is a change in multiple groups over time

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9
Q

Difference between Population and a Sample

A

Population:
- Members of the groups
e.g. All of York University
Sample:
- Subset of a population
e.g. Psychology students at York University

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10
Q

Sampling Bias:

A

Conclusions made that aren’t generalizable
e.g. taking only male psychology students in york may cause a more biased result

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11
Q

Sampling Error:

A

Discrepancy of how accurate inference is
i.e. how “off” the information is

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12
Q

Random Sampling:

A

Every member of the population has an equal chance of being selected

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13
Q

Sample Size:

A

How big the sample is
LARGER SAMPLE = MORE REPRESENTATIVE

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14
Q

Why would you use a more complex sampling?

A

Because you aren’t able to build the sample randomly

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15
Q

Stratified sampling:

A
  • Creating subsets and selecting randomly from them
  • NOT MATHEMATICALLY RANDOM
    e.g. from all york students you randomly selected males
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16
Q

Convenience sampling:

A

Finding the easiest/ most accessible participants, usually a follow-up survey
e.g. URPP

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17
Q

Different scales of measurement

A
  1. Nominal/Categorical Variables
  2. Ordinal Scale
  3. Interval Scale
  4. Ratio Scale
18
Q

Differences between all scales of measurement

A
  1. Nominal
    - can be scaled
  2. Ordinal
    - AND ranked
  3. Interval
    - AND evenly spaced
  4. Ratio
    - AND has a natural scale
19
Q

Continuous vs Discrete Variables

A

Continuous Variables are continuous
Discrete variables are not continuous

20
Q

Independent variable (IV)

A

The variable that explains outcomes
e.g. “x” in y=mx+b

21
Q

Dependant variable (DV)

A

The variable that is being explained
e.g. “y” in y=mx+b

22
Q

Confounding variable

A

Variables that you can control and randomize away
e.g. factors other than “x” that can affect “y”

23
Q

Reliability:

A

Tells us the measurements and how consistent they are
e.g. a weight scale

24
Q

Validity:

A

Tells us the accuracy of the measurement
e.g. if we have a bag of potatoes when we step on a scale, its not valid cause its not our real weight

25
Types of Research Design
1. Non-Experimental Designs 2. Experimental Designs
26
Non-Experimental Designs
Correlational research - Measuring the relationship between 2 variables
27
Experimental Design
When we want to know if there is a cause for a change - usually observations
28
Replication:
Experiments that use the same procedure as a previous one but with a new sample from the same population
29
Type 1 error:
When you think it is right but it is not - False Positive
30
Type 2 error:
When you think it is wrong but it is right - False Negative
31
Variables:
Factors that change
32
Constant:
Factors that don't change
33
Methods of Data Collection:
1. Independent Design 2. Repeated-measures Design
34
Independent Design:
Manipulates the IV using different participants where different groups take part
35
Repeated-measures design:
Manipulate the IV using the same participants
36
Data Ethics:
Principles relating to all stages of working with data
37
Open Science:
Research that encourages collaboration, sharing of methodologies, data
38
Data-Related Problems:
Replication Failures: - Researchers are unable to reproduce/ replicate findings Problems with Data Collection: - Researchers design studies and collect data that helps them get what they want (may not be the most accurate but gives you the results that you want) Old-Fashioned Statistics: - Traditional ways of analyzing data that can lead to inaccurate outcomes
39
HARKing:
Hypothesizing After the Results are Known
40
Preregistration:
Recommended open-science practice where researchers outline their designs and analysis before conducting the study