Concepts to be included

Slides:



Advertisements
Similar presentations
Selecting a Data Analysis Technique: The First Steps
Advertisements

CORRELATION. Overview of Correlation u What is a Correlation? u Correlation Coefficients u Coefficient of Determination u Test for Significance u Correlation.
Chi-Square Test of Independence u Purpose: Test whether two nominal variables are related u Design: Individuals categorized in two ways.
Session 7.1 Bivariate Data Analysis
Chi-Square and Analysis of Variance (ANOVA) Lecture 9.
9-7 Linear, Quadratic, and Exponential Models
Point Biserial Correlation Example
Analyzing Data: Bivariate Relationships Chapter 7.
Mean Tests & X 2 Parametric vs Nonparametric Errors Selection of a Statistical Test SW242.
LIS 570 Summarising and presenting data - Univariate analysis continued Bivariate analysis.
Significance Testing 10/15/2013. Readings Chapter 3 Proposing Explanations, Framing Hypotheses, and Making Comparisons (Pollock) (pp ) Chapter 5.
Cross-Tabulation Analysis; Making Comparisons; Controlled Comparisons June 2, 2008 Ivan Katchanovski, Ph.D. POL 242Y-Y.
Statistics in Applied Science and Technology Chapter 13, Correlation and Regression Part I, Correlation (Measure of Association)
1 GE5 Tutorial 4 rules of engagement no computer or no power → no lessonno computer or no power → no lesson no SPSS → no lessonno SPSS → no lesson no.
Inferential Statistics
URBP 204A QUANTITATIVE METHODS I Statistical Analysis Lecture IV Gregory Newmark San Jose State University (This lecture is based on Chapters 5,12,13,
Section Copyright © 2014, 2012, 2010 Pearson Education, Inc. Lecture Slides Elementary Statistics Twelfth Edition and the Triola Statistics Series.
CHI SQUARE TESTS.
Making Comparisons All hypothesis testing follows a common logic of comparison Null hypothesis and alternative hypothesis – mutually exclusive – exhaustive.
Copyright © 2010 Pearson Education, Inc. Publishing as Prentice Hall2(1)-1 Chapter 2: Displaying and Summarizing Data Part 1: Displaying Data With Charts.
9-7 Linear, Quadratic, and Exponential Models. Linear, Quadratic, & Exponential Review.
Bivariate Association. Introduction This chapter is about measures of association This chapter is about measures of association These are designed to.
Other tests of significance. Independent variables: continuous Dependent variable: continuous Correlation: Relationship between variables Regression:
Active Learning Lecture Slides
Final Project Reminder
Hypothesis Testing.
Final Project Reminder
REGRESSION G&W p
Lecture Slides Elementary Statistics Twelfth Edition
Making Comparisons All hypothesis testing follows a common logic of comparison Null hypothesis and alternative hypothesis mutually exclusive exhaustive.
Chapter 10 CORRELATION.
Bi-variate #1 Cross-Tabulation
Inferential Statistics
Spearman’s rho Chi-square (χ2)
Lecture 4 Statistical analysis
A blueprint for experiment success.
Essentials of Marketing Research William G. Zikmund
Summarising and presenting data - Bivariate analysis
Inferential Statistics
Jeffrey E. Korte, PhD BMTRY 747: Foundations of Epidemiology II
Linear Equations Y X y = x + 2 X Y Y = 0 Y =1 Y = 2 Y = 3 Y = (0) + 2 Y = 2 1 Y = (1) + 2 Y = 3 2 Y = (2) + 2 Y = 4 X.
A blueprint for experiment success.
Bivariate Linear Regression July 14, 2008
A blueprint for experiment success.
A blueprint for experiment success.
LEARNING OUTCOMES After studying this chapter, you should be able to
BIVARIATE ANALYSIS: Measures of Association Between Two Variables
A blueprint for experiment success.
UNDERSTANDING RESEARCH RESULTS: STATISTICAL INFERENCE
Experimental Design Data Normal Distribution
Warm-Up!
By Dr. E. Kanagaraj Department of Social Work School of Social Sciences Mizoram University Aizawl
Preparing for Research
15.1 The Role of Statistics in the Research Process
BIVARIATE ANALYSIS: Measures of Association Between Two Variables
Chapter 26 Comparing Counts.
Concepts to be included
The effect of third variables: thinking about trivariate hypotheses
Concepts to be included
Objectives Compare linear, quadratic, and exponential models.
Concepts to be included
Tell whether the slope is positive or negative. Then find the slope.
CLASS 6 CLASS 7 Tutorial 2 (EXCEL version)
Inferential Statistical Tests
Bivariate Correlation
Hypothesis Testing - Chi Square
Association Between Variables Measured At Ordinal Level
Concepts to be included
exponential equations
A blueprint for experiment success.
Presentation transcript:

Concepts to be included Causality Probabilistic (Non-)linear relationship Deterministic Spurious relationship Dependent variable (causal) hypothesis Independent variable Sign or direction (of a causal relationship) Bivariate Footer text: to modify choose ‘Insert’ (or ‘View’ for office 2003 or earlier) then ‘Header and Footer’ 4/4/2019

Bivariate associations Henk van der Kolk

Aim Causality: Time order, Association, Non-spurious relationship. Bivariate associations between variables with various levels of measurement.

A relationship between two variables Exogenous concept Cause X-variable Independent variable Treatment Endogenous concept Effect / Consequence Y-variable Dependent variable Observation

Causality in a graph Positive Dependent variable “SIGN” Negative This is called the ‘sign’ of a relationship. Independent variable

Non linear: parabolic Non linear: quadratic Linear negative Dependent variable Independent variable

Probabilistic Deterministic: If … then ‘always’ Probabilistic: If … then ‘relatively more/less often’

Probabilistic causality in a graph

Why probabilistic only? Measurement error Parsimoneous models: omitted variables

Measurement levels of variables Dichotomous Gender (male, female) of a person Nominal Country in which the headquarter of a company is located Ordinal Innovative power of a company (low, medium, high) Interval IQ scores of employees Ratio Profits or losses of a company

Relating variables Using ‘graphs’ to show causal relationships works fine when using interval - or ratio level variables. How to show the relationship between dichtomous and nominal variables?

Probabilistic causality in a table Two dichotomous variables Independent variable A B Total Dependent variable I x X II

Probabilistic causality in a table Two ordinal variables, or nominal variables (with columns and rows ordered by expectation) Independent variable A B C Total Dependent variable I x X II III

This micro lecture Causality: Time order, Association, Non-spurious relationship. Bivariate associations between independent and dependent variables with various levels of measurement

Footer text: to modify choose ‘Insert’ (or ‘View’ for office 2003 or earlier) then ‘Header and Footer’ 4/4/2019