Section 1 : Introduction
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Lecture 1 | What does the course cover | 00:03:54 Duration |
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Lecture 2 | About Certification |
Section 2 : Sample or population data?
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Lecture 1 | Understanding the difference between a population | 00:04:02 Duration |
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Lecture 2 | The various types of data we can work with | 00:04:33 Duration |
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Lecture 3 | Levels of measuremen | 00:03:44 Duration |
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Lecture 4 | Categorical variables. Visualization techniques fo | 00:04:53 Duration |
Section 3 : The fundamentals of descriptive statistics
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Lecture 1 | Categorical variables.VisualizationtechniquesExerc | |
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Lecture 2 | Numerical variables. Using a frequency distributio | 00:03:10 Duration |
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Lecture 3 | Numerical variables. Using a frequencydistribution | |
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Lecture 4 | Histogram charts | 00:02:14 Duration |
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Lecture 5 | Histogram charts. Exercise | |
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Lecture 6 | Cross tables and scatter plots | 00:04:44 Duration |
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Lecture 7 | Cross tables and scatter plots. Exercise |
Section 4 : Measures of central tendency, asymmetry, and variability
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Lecture 1 | The main measures of central tendency- mean, media | 00:04:20 Duration |
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Lecture 2 | Mean, median and mode. Exercise | |
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Lecture 3 | Measuring skewness | 00:02:38 Duration |
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Lecture 4 | Skewness. Exercise | |
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Lecture 5 | Measuring how data is spread out- calculating var | |
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Lecture 6 | Variance. Exercise | |
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Lecture 7 | INTRODUCTION TO BRAINMEASURES PROCTOR SYSTEM | |
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Lecture 8 | Standard deviation and coefficientofvariation.Exer | |
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Lecture 9 | Calculating and understanding covariance | 00:03:24 Duration |
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Lecture 10 | Covariance. Exercise | |
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Lecture 11 | The correlation coefficient | 00:03:18 Duration |
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Lecture 12 | Correlation coefficient |
Section 5 : Practical example descriptive statistics
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Lecture 1 | Practical example | 00:16:16 Duration |
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Lecture 2 | Practical exampledescriptivestatistics |
Section 6 : Distributions
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Lecture 1 | Introduction to inferential statistics | 00:01:01 Duration |
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Lecture 2 | What is a distribution | 00:04:33 Duration |
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Lecture 3 | The Normal distribution | 00:03:54 Duration |
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Lecture 4 | The standard normal distribution | 00:03:31 Duration |
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Lecture 5 | Standard NormalDistribution | |
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Lecture 6 | Understanding the central limit theorem | 00:04:20 Duration |
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Lecture 7 | Standard error | 00:01:27 Duration |
Section 7 : Estimators and estimates
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Lecture 1 | Working with estimators and estimates | 00:03:07 Duration |
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Lecture 2 | Confidence intervals - an invaluable tool for deci | 00:02:42 Duration |
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Lecture 3 | Calculating confidence intervals within a populati | 00:08:01 Duration |
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Lecture 4 | Confidence intervals.Populationvarianceknown | |
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Lecture 5 | Confidence interval clarifications | 00:04:39 Duration |
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Lecture 6 | Student's T distribution | |
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Lecture 7 | Calculating confidence intervals within a populati | 00:04:37 Duration |
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Lecture 8 | Population variance unknown. Tscore.Exercise | |
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Lecture 9 | What is a margin of error and why is it important | 00:04:53 Duration |
Section 8 : Confidence intervals advanced topics
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Lecture 1 | Calculating confidence intervals for two means wit | 00:06:04 Duration |
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Lecture 2 | Confidence intervals.Twomeans.Dependentsamples.Exe | |
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Lecture 3 | Calculating confidence intervals for two means wit | 00:04:31 Duration |
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Lecture 4 | Confidence intervals. Two means.Independentsamples | |
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Lecture 5 | Calculating confidence intervals for two means wit | 00:03:57 Duration |
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Lecture 6 | Confidence intervals. Two means.Independentsamples | |
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Lecture 7 | Calculating confidence intervals for two means wit | 00:01:27 Duration |
Section 9 : Practical example inferential statistics
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Lecture 1 | Practical example- inferential statistics | 00:10:06 Duration |
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Lecture 2 | Practical example inferential statistics |
Section 10 : Hypothesis testingIntroduction
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Lecture 1 | The null and the alternative hypothesis | 00:05:52 Duration |
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Lecture 2 | About Proctor Testing | |
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Lecture 3 | Remove - INTRODUCTION TO BRAINMEASURES PROCTOR SYS | |
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Lecture 4 | Type I error vs Type II error | 00:04:14 Duration |
Section 11 : Hypothesis testing Let's start testing!
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Lecture 1 | Test for the mean. Population variance known | 00:06:34 Duration |
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Lecture 2 | Test for the mean.Populationvarianceknown.Exercise | |
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Lecture 3 | What is the p-value and why is it one of the most | 00:04:13 Duration |
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Lecture 4 | Test for the mean. Population variance unknown | 00:04:49 Duration |
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Lecture 5 | Test for the mean.Populationvarianceunknown.Exerci | |
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Lecture 6 | Test for the mean. Dependent sample | 00:05:18 Duration |
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Lecture 7 | Test for the mean.Dependentsamples | |
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Lecture 8 | Test for the mean. Independent samples (Part 1) | 00:04:22 Duration |
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Lecture 9 | Test for the mean.Independentsamples(Part1 | |
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Lecture 10 | Test for the mean. Independent samples (Part 2) | 00:04:27 Duration |
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Lecture 11 | Test for the mean.Independentsamples (Par2). Exerc |
Section 12 : Practical example hypothesis testing
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Lecture 1 | Practical example- hypothesis testing | 00:07:16 Duration |
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Lecture 2 | Practical examplehypothesis testin |
Section 13 : The fundamentals of regression analysis
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Lecture 1 | Introduction to regression analysis | 00:01:02 Duration |
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Lecture 2 | Correlation and causation | |
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Lecture 3 | The linear regression model made easy | 00:05:50 Duration |
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Lecture 4 | What is the difference between correlation and reg | 00:01:44 Duration |
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Lecture 5 | A geometrical representation of the linear regress | 00:01:26 Duration |
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Lecture 6 | A practical example - Reinforced learning | 00:05:46 Duration |
Section 14 : Subtleties of regression analysis
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Lecture 1 | Decomposing the linear regression model - understa | 00:03:38 Duration |
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Lecture 2 | What is R-squared and how does it help us | 00:05:24 Duration |
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Lecture 3 | The ordinary least squares setting and its practic | 00:02:24 Duration |
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Lecture 4 | Studying regression tables | 00:04:54 Duration |
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Lecture 5 | Regression tables.Exercise | |
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Lecture 6 | The multiple linear regression model | 00:02:56 Duration |
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Lecture 7 | The adjusted R-squared | |
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Lecture 8 | What does the F-statistic show us and why do we ne | 00:02:01 Duration |
Section 15 : Assumptions for linear regression analysis
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Lecture 1 | OLS assumptions | 00:02:21 Duration |
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Lecture 2 | A1. Linearity | |
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Lecture 3 | A2. No endogeneity | 00:04:09 Duration |
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Lecture 4 | A3. Normality and homo scedasticity | 00:05:48 Duration |
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Lecture 5 | A4. No autocorrelation | 00:03:15 Duration |
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Lecture 6 | A5. No multicollinearity | 00:05:03 Duration |
Section 16 : Dealing with categorical date
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Lecture 1 | Dummy variables | 00:05:03 Duration |
Section 17 : Practical example regression analysis
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Lecture 1 | Practical example- regression analysis | 00:14:10 Duration |