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Jarad Niemi @UCvJW6o0x1dzKZJ5b5exYuxw@youtube.com

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With the relaunch of this channel in 2020, the content will


15:57
Reading comma-separated value (csv) files in R | Learn R
22:07
Making Awesome Scatterplots with ggplot2 | Learn R
16:14
R packages contain ALL the functionality in R | Learn R
17:57
The Most Important Data Structure in R | Learn R
12:18
The Basics on Factors in R | Learn R
26:46
Data Types and Data Dimensions in R | Learn R
19:38
Getting Started with R | Learn R
08:18
Monte Hall Problem Explained
11:23
Most Dangerous Setting in R | Learn R
16:35
Install R and R Studio | Learn R
08:34
Analysis of a Two-Factor Experiment to Find an Optimal Response in R
12:45
Analyses of Two-Factor Unbalanced and Incomplete Designs in R
17:46
Analysis of a Two-Factor Completely Randomized Design in R
13:27
Randomized Complete Block Design (RCBD)
10:00
Completely Randomized Design (CRD)
14:28
Demonstrating Contrasts using a Potato Scab Example
14:25
Statistical Contrasts for Addressing Specific Scientific Hypotheses
15:35
Regression: F-tests
14:35
One-way Analysis of Variance (ANOVA)
11:41
Interpreting Regression p-values as Posterior Probabilities
23:31
Regression Interactions for Vastly More Complex Modeling
16:34
Multiple Regression: Higher Order Terms and Additional Explanatory Variables
11:29
Regression with Categorical Explanatory Variables
10:50
Simple Linear Regression with a Binary Explanatory Variable
13:16
Simple Linear Regression: an Example using Logarithms
17:23
Simple Linear Regression using Logarithms
20:52
Regression diagnostics in (base) R
11:40
Regression: Uncertainty and Prediction intervals
12:44
Regression: Choosing Explanatory Variables
26:07
Simple Linear Regression
08:47
Comparing Two Normal Means with Unequal Variances (Bayesian and frequentist)
04:50
Comparing Three or More Normal Means with Unequal Variances (Bayesian and frequentist)
06:19
Comparing Normal Means with Equal Variances (Bayesian and frequentist)
07:32
Comparing three or more binomial probabilities
09:37
Comparing two binomial probabilities
07:25
Jeffreys-Lindley Paradox: p-values vs posterior model probabilities
16:05
Bayesian posterior model probabilities (for two-sided alternative hypotheses and more)
03:28
Bayesian posterior probabilities for one-sided alternative hypotheses
22:24
Why p-values dont mean what you think they mean
10:43
Correspondence between pvalues and confidence intervals
08:55
T-tests
16:57
Hypothesis tests
13:00
p-values
14:19
Statistical hypotheses
18:28
I05 Confidence intervals
10:38
Sampling distributions
08:40
I4 Bayesian parameter estimation in the normal model (part 2/2)
15:06
I4 Bayesian parameter estimation for a normal model (part 1/2)
22:04
I3 Bayesian parameter estimation with a binomial model example
04:14
Inverse gamma random variables
05:45
Exponential random variables
04:44
Gamma random variables
11:52
Student's t random variables
22:04
I3 Bayesian parameter estimation with the binomial model as an example
10:36
Maximum likelihood estimators (MLEs) - I2 Inference part 3/3
09:37
I2 Likelihood (part 2/3) Likelihood
06:46
Statistical modeling - Inference 2 (part 1/3)
08:48
Graphical Statistics - Inference 1.4/4
10:22
Properties of Estimators (Unbiased, Consistent) - Inference 1.3/4
10:05
Estimators - Inference 1.2/4