Psych 217 (3rd half of class)

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Inferential Statistics, Special Research Design,

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71 Terms

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Descriptive Statistics

Summarizes/describes mass of data points

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Inferential Statistics

Uses a sample to make generalizations and predictions about a population

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inferential statistics

using data collected on a sample to infer what is happening in the population

  • We’ve studied descriptive stats so far, this allows us to observe main effects and ask whether what you found was due to random chance or not

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Null hypothesis significance testing (NHST)

the most common type of inferential statistics

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Steps of NHST

1) create a set of hypotheses and assume the null hypothesis is true

2) collect your data

3) calculate the probability of getting such data if the null hypothesis is true

4) Decide whether to reject or accept/keep the null hypothesis.

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Null Hypothesis (Ho)

Baseline conservative assumption; no relationship between variables

  • IV does not affect the DV

  • no relationship between IV and DV

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Research Hypothesis (H1 or Ha)

Often your hypothesis that you hope to be true (the one you are testing against the baseline)

  • IV affects the DV

  • There is a relationship between IV and DV

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Example of a Research Hypothesis and null hypothesis

  • Sleep deprivation will have a significant effect on memory test scores

  • There will be no relationship between sleep deprivation and memory test scores

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Requirements for the null and research hypothesis

Mutual exclusive and exhaustive

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Mutually Exclusive

no overlap: both cannot be true at the same time

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Exhaustive

must account for all possibilities

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P-value (probability Value)

The probability of obtaining the data you got (or more extreme data) if the null hypothesis is true

  • is the difference between the values statistically significant?

    • No = high P Value

    • Yes = Low P Value

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High P value

not statistically significant

pretty likely the results are by chance

accept null hypothesis

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Low P-value

There is significance significance

pretty likely the results are not by chance

reject null hypothesis

there were main effects (there is an effect in your study, IV impacted DV)

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0.05

P-value cut off

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Reject the Null hypothesis

if the p-value is less then 0.05…

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A p-value <= 0.05

means that assuming the null hypothesis is true, the probability of obtaining data as extreme as or more extreme than the data observed in this experiment is less then 5% (your findings are rare and are unlikely to have occurred due to chance)

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Why 0.05?

Mathematically convenient, scientific consensus

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True state of affairs

Describes the truth about the Null Hypothesis ( is it true or false) if you could sample the whole population (like observed score and true score)

  • Accurate reflection, undeniable reality of the data based on assumption that you have sampled from the entire pop

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Hypothesis testing

estimating the truth/true state of affairs based on observed values

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Type 1 error

  • rejecting the null hypothesis when it is actually true

  • “False alarm” claiming statistical significance when it isn’t

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Type 2 error

  • retaining the null hypothesis when it is actually false

  • “miss” not claiming something is statistically significant when it is.

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Example of type 1 error

Example of type 2 error

“You assert there is cancer, there is no cancer”

“You assert there is no cancer, there is cancer”

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Power

the probability of correctly rejecting the null hypothesis

  • the ability to detect an effect if one truly exists

  • statistical power

  • inverse of type 2 error

  • lower power = more type 2 errors

  • Inverse of b

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B

risk of committing a type 2 error

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1-B

formula for power

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Sample size, magnitude of effect (effect size), and alpha level

What are the 3 factors involved in power and type 2 error rate dependent on?

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Sample size (N or n)

  • greater the sample size, greater the power

  • extra important to have larger sample size if expecting small effect size.

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Magnitude of effect (effect size)

The larger the difference is in the population, the easier it is to detect, thus greater power.

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Alpha level

The larger our alpha level, the easier it is to find data consistent with research hypothesis (reject null hypothesis) thus greater power.

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Directional Hypothesis

Your alternative hypothesis suggests a particular direction

e.g. IV will effect DV positively

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Non directional hypothesis

Your alternative hypothesis does not suggest a particular direction (ie. any change or difference is sufficient)

e.g. IV will lead to some change in DV

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T-test

  • comparing two means

  • How do we obtain p-value when comparing means?

  • How likely is the difference we are observing between these means due to chance?

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Obtained value

  • A statistic that captures the effect observed in your study

  • T-obt

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Difference between conditions/variability in the data

What is the formula (conceptual) for t-obt?

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Larger t-obt

What do you need to reject the null hypothesis in regards to t-obt?

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How big the difference between the means are

what does the numerator of the t-obt equation tell us?

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How much variation exists around the means

What does the denominator of t-obt equation tell us?

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larger t-obt

Bigger mean difference, bigger numerator equals?

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Smaller t-obt

More variance, bigger denominator equals?

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signal and noise

Numerator and denominator can also be seen as?

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small sample size, poorly worded questions, confounding variables.

What things increase noise/variance in t-test?

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T distribution

distribution of all possible t-values

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relationship between p value and t-obt

P value is the are under the tails marked by t-obt

  • the probability of observing a score that is equal to or more extreme than our observed score

<p>P value is the are under the tails marked by t-obt</p><ul><li><p>the probability of observing a score that is equal to or more extreme than our observed score </p></li></ul><p></p>
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P value

obtained t value (t-obt) is equal to?

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Alpha

Critical t value is equal to?

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Retain null

if t-obt is less then t-crit then we?

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reject null

if t-obt is greater or equal to t-crit, we?

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P hacking

A set of ethically questionable practices researchers use to get significant results

  • e.g. changing the size of your sample in order to obtain a p value that is significantly significant.

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P-hacking

tossing out participants data that disagree with your hypothesis is a form of what?

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P-hacking

Using multiple measures of same construct, only reporting results of one that shows significance is an example of?

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P-hacking

if a researcher finds no significance and finds and reports random interactions that are significant as though you predicted them is an example of what?

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Ethics and Unrealistic/impossible

What are the limitations of experimental design?

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Quasi-experimental design

Experiments that have most, but not all, of the elements of a true experiment

  • no randomization

  • uses pre-existing or self-assigned groups

  • Randomization is not possible or realistic

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No randomization and outcome variables measured

What are the similarities between quasi experimental and correlational

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there is manipulation, but researchers can’t truly manipulate it

what is the difference between quasi experimental and correlation?

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One group post test only, one group pre test/post test, non-equivalent control group post test only, and non equivalent control group pretest posttest

what are the 4 types of quasi-experimental design?

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No baseline to compare results too

What is the limitation of one group post test only design?

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There is no control group

What is the limitation of one group pre-test/post test design?

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selection bias and having no baseline equivalent

What are the limitations of non-equivalent group post test only design?

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Criteria for claiming causality

  • Covariation of cause and effect (X changes, Y also changes)

  • Temporal precedence (Changes in X come before changes in Y)

  • Ruling out alternative explanations (Changes in Y are caused by X and not other variables)

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Interrupted time series

  • Similar to one-group posttest design, but with many more pretest and posttest

  • type of multiple-repeated measures design

  • often used to measure the effect of a natural manipulation

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