PSY 1950 Delphine S. Courvoisier Harvard University TAs: Stephanie McMains Joseph McIntyre 1.

Slides:



Advertisements
Similar presentations
English is not an easy language. In a Bangkok temple IT IS FORBIDDEN TO ENTER A WOMAN, EVEN A FOREIGNER, IF DRESSED AS A MAN.
Advertisements

Lesson Describing Distributions with Numbers parts from Mr. Molesky’s Statmonkey website.
I can analyse quantitative data and represent is graphically.
Statistics.
Business Statistics: A Decision-Making Approach, 7e © 2008 Prentice-Hall, Inc. Chap 3-1 Business Statistics: A Decision-Making Approach 7 th Edition Chapter.
Copyright (c) Bani Mallick1 Lecture 2 Stat 651. Copyright (c) Bani Mallick2 Topics in Lecture #2 Population and sample parameters More on populations.
1 Economics 240A Power One. 2 Outline w Course Organization w Course Overview w Resources for Studying.
Summarising and presenting data
Statistics Lecture 2. Last class began Chapter 1 (Section 1.1) Introduced main types of data: Quantitative and Qualitative (or Categorical) Discussed.
1 Statistical Analysis SC504/HS927 Spring Term 2008 Session 1: Week 16: 18 th January Getting to know your data.
Measures of Dispersion
Introduction to research Analyzing and interpreting research data
Explaining the Normal Distribution
Thomas Songer, PhD with acknowledgment to several slides provided by M Rahbar and Moataza Mahmoud Abdel Wahab Introduction to Research Methods In the Internet.
Distributions & Graphs. Variable Types Discrete (nominal) Discrete (nominal) Sex, race, football numbers Sex, race, football numbers Continuous (interval,
Describing distributions with numbers
Data Handling Collecting Data Learning Outcomes  Understand terms: sample, population, discrete, continuous and variable  Understand the need for different.
● Midterm exam next Monday in class ● Bring your own blue books ● Closed book. One page cheat sheet and calculators allowed. ● Exam emphasizes understanding.
Tutor: Prof. A. Taleb-Bendiab Contact: Telephone: +44 (0) CMPDLLM002 Research Methods Lecture 9: Quantitative.
POPULATION DYNAMICS Required background knowledge:
ITEC6310 Research Methods in Information Technology Instructor: Prof. Z. Yang Course Website: c6310.htm Office:
© Copyright McGraw-Hill CHAPTER 3 Data Description.
Statistical Analysis Mean, Standard deviation, Standard deviation of the sample means, t-test.
Measures of Variability In addition to knowing where the center of the distribution is, it is often helpful to know the degree to which individual values.
Chapter 1: DESCRIPTIVE STATISTICS – PART I2  Statistics is the science of learning from data exhibiting random fluctuation.  Descriptive statistics:
Psyc 235: Introduction to Statistics Lecture Format New Content/Conceptual Info Questions & Work through problems.
Section 1 Topic 31 Summarising metric data: Median, IQR, and boxplots.
Math I: Unit 2 - Statistics
Skewness and Curves 10/1/2013. Readings Chapter 2 Measuring and Describing Variables (Pollock) (pp.37-44) Chapter 6. Foundations of Statistical Inference.
University of Sunderland CSEM03 R.E.P.L.I. Unit 1 CSEM03 REPLI Research and the use of statistical tools.
Biostatistics Class 1 1/25/2000 Introduction Descriptive Statistics.
The Practice of Statistics Third Edition Chapter 1: Exploring Data 1.2 Describing Distributions with Numbers Copyright © 2008 by W. H. Freeman & Company.
Displaying Categorical Variables Frequency Table 1Section 2.1, Page 24 Variable Categories of the Variable Count of elements from sample in each category.
Skewness & Kurtosis: Reference
T T03-01 Calculate Descriptive Statistics Purpose Allows the analyst to analyze quantitative data by summarizing it in sorted format, scattergram.
CHAPTERS 1 AND 2: DESCRIPTIVE STATISTICS STAT 241/251.
1 Chapter 4: Describing Distributions 4.1Graphs: good and bad 4.2Displaying distributions with graphs 4.3Describing distributions with numbers.
June 11, 2008Stat Lecture 10 - Review1 Midterm review Chapters 1-5 Statistics Lecture 10.
MMSI – SATURDAY SESSION with Mr. Flynn. Describing patterns and departures from patterns (20%–30% of exam) Exploratory analysis of data makes use of graphical.
Chapter 4 Variability. Introduction Purpose of measures of variability Consider what we know if we know that the mean test score was 75 Single score to.
Numerical Measures. Measures of Central Tendency (Location) Measures of Non Central Location Measure of Variability (Dispersion, Spread) Measures of Shape.
Introduction to Statistics I MATH 1131, Summer I 2008, Department of Math. & Stat., York University.
Unit 3: Averages and Variations Week 6 Ms. Sanchez.
The field of statistics deals with the collection,
Descriptive Statistics – Graphic Guidelines
LIS 570 Summarising and presenting data - Univariate analysis.
MODULE 3: DESCRIPTIVE STATISTICS 2/6/2016BUS216: Probability & Statistics for Economics & Business 1.
Measurements and Their Analysis. Introduction Note that in this chapter, we are talking about multiple measurements of the same quantity Numerical analysis.
Chapter II Methods for Describing Sets of Data Exercises.
MR. MARK ANTHONY GARCIA, M.S. MATHEMATICS DEPARTMENT DE LA SALLE UNIVERSITY.
PSY 325 AID Education Expert/psy325aid.com FOR MORE CLASSES VISIT
Describing Data: Summary Measures. Identifying the Scale of Measurement Before you analyze the data, identify the measurement scale for each variable.
Statistics and probability Dr. Khaled Ismael Almghari Phone No:
Bloopers in English For each of the bloopers in English  Figure out why the blooper is amusing or funny, and how the meaning of the message has been.
MAT 135 Introductory Statistics and Data Analysis Adjunct Instructor
Exploratory Data Analysis
Statistics 1: Statistical Measures
EXPLORATORY DATA ANALYSIS and DESCRIPTIVE STATISTICS
Descriptive measures Capture the main 4 basic Ch.Ch. of the sample distribution: Central tendency Variability (variance) Skewness kurtosis.
Module 6: Descriptive Statistics
Averages and Variation
Description of Data (Summary and Variability measures)
Parametric and non parametric tests
Central tendency and spread
Module 8 Statistical Reasoning in Everyday Life
Describing Distributions with Numbers
Univariate Statistics
Introduction to the Practice of Statistics
Descriptive Statistics
Introductory Statistics
Presentation transcript:

PSY 1950 Delphine S. Courvoisier Harvard University TAs: Stephanie McMains Joseph McIntyre 1

Potential mistakes (instructor is Swiss) Temple, Bangkok : IT IS FORBIDDEN TO ENTER A WOMAN, EVEN A FOREIGNER, IF DRESSED AS A MAN. Cemetery: PERSONS ARE PROHIBITED FROM PICKING FLOWERS FROM ANY BUT THEIR OWN GRAVES Restaurant, Switzerland: OUR WINES LEAVE YOU NOTHING TO HOPE FOR. Hotel, Japan: YOU ARE INVITED TO TAKE ADVANTAGE OF THE CHAMBERMAID. Hotel, Zurich : BECAUSE OF THE IMPROPRIETY OF ENTERTAINING GUESTS OF THE OPPOSITE SEX IN THE BEDROOM, IT IS SUGGESTED THAT THE LOBBY BE USED FOR THIS PURPOSE. Airline ticket office, Copenhagen: WE TAKE YOUR BAGS AND SEND THEM IN ALL DIRECTIONS. Laundry, Rome : LADIES, LEAVE YOUR CLOTHES HERE AND SPEND THE AFTERNOON HAVING A GOOD TIME 2

Information Lectures (Mon and Wed 1-2:30, WJH 1305) – Ex-cathedra presentations – Small quizzes – Reading of recent articles – Writing of abstract and methods/results sections Lab sessions (Tue 5-6:30,WJH 1305) – Learning how to input and analyze data 3

Information and schedule Course website Reading (compulsory) – Field, A. (2009). Discovering statistics using SPSS (3 rd edition). London: Sage. Reading ( non compulsory; good short refresher ) – Petrie, S., Sabin, C. (2009). Medical Statistics at a Glance (3 rd edition). Sussex: Wiley

Exam and grade – 20% participation – 20% exercises – 25% mid-term test – 35% final exam Mid-term and final exam are an analysis of data given one week before the test, and questions asked on the analysis. For an example, see folder exam on isites 5

Lecture 1 6

Why do you need statistics? Duh!! To pass the exam To understand the methods of data analysis used in scientific articles for (applied) psychologists and for researchers  To apply this knowledge to critical reading of scientific articles in your professional life (continued training) To apply this knowledge to your own research 7

Top 10 reasons to be a statistician 1.Deviation is considered normal 2.We feel complete and sufficient 3.We are 'mean' lovers 4.Statisticians do it discretely and continuously 5.We are right 95% of the time 6.We can legally comment on someone's posterior distribution 7.We may not be normal, but we are transformable 8.We never have to say we are certain 9.We are honestly significantly different 10.No one wants our jobs 8

9 Structure of an article Title Summary (structured) Body: – Introduction – Methods – Results – Discussion References Why do the study How was the study done What was observed What does it mean

10 Goal of statistical analysis Describe data Draw general conclusions about the world and its workings

Question You collect scores on the BDI (a 21-question multiple-choice self-report depression inventory) from a sample of children. In your research: a)Depression is a discrete variable b)Depression is a continuous variable c)Depression is a ratio variable d)Depression is an interval variable e)It depends on how you think about depression f)It depends on how you analyze the data 11

Constructs and variables Constructs are theoretical concepts Variables are the proxy used to measure those constructs 12

13

Question You collect fMRI data from 10’000 individuals on a sustained attention task linked to ADHD, and plot the results (DV = % signal change) in a histogram. The distribution is very close to normal. These results: a)provide strong evidence against a dichotomous view of ADHD. b)could easily have arisen even if ADHD were a dichotomous phenomenon. 14

Median vs. mean Q: If you were to take 10,000 samples of n=25 from the below population and, for each sample, calculate its mean and median, how would the distributions of those two statistics vary from each other _dist/index.html _dist/index.html 15

16

17

Question These distributions differ in: a)Shape b)Dispersion c)Neither shape nor dispersion d)Both shape and dispersion 18

Question These distributions differ in: a)Shape b)Dispersion c)Neither shape nor dispersion d)Both shape and dispersion 19

Question Using ( _dist/index.html) which of the following statements is true: _dist/index.html a)When sampling from normal distributions, the median is an unbiased statistic. b)When sampling from skewed distributions, the median is a biased statistic. c)both a and b 20

21 Graphical representations Histogram (sorted bar chart) Box-plot Scatterplot Principles: – Have a clear visual message – Promote visual comparisons – Don’t cheat (axes, distortions, etc) – Show all the data – High ratio information/ink

Tendency to use “round” numbers median mode: 170 mean Histogram 22

23 Boxplot Smallest value median 1 st quartile 3 rd quartile outliers ¼ ¼ ¼ ¼ Inter-quartile range

24 Percentiles and boxplots X p50p75p25 4 equal areas

Scatterplot, central tendency and dispersion 25

Interaction plots 26

How many statisticians does it take to change a light bulb? With what degree of certainty do you need to know? 27