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Statistics Level 2
Training
In City Of London ()
Description
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Type
Training
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Class hours
28h
This statistics course covers advanced statistics. It explains most of the tools commonly used in research, analysis, forecasting. It provides very short explanation of theory behind the formulas. This course does not related to any specific field of knowledge, but can be tailored if all the delegates have the same background and goals. Some basic computers tools are used during this course (notably Excel and OpenOffice). Suitable for: The delegate should have completed Statistics Level 1 course or have equivalent work experience.
About this course
The delegates should have completed Statistics Level 1 course or have an equivalent work experience.
Reviews
Subjects
- Financial Planning
- Excel for Accounting
- Chartered Accountancy
- Business Accounting
- Financial Accounting
- Testing
- Statistics
- Simulation
- Confidence Training
- Probability
Course programme
Course review:
Describing Bivariate Data
Introduction to Bivariate Data
Values of the Pearson Correlation
Guessing Correlations Simulation
Properties of Pearson's r
Computing Pearson's r
Restriction of Range Demo
Variance Sum Law II
Exercises
Probability
Introduction
Basic Concepts
Conditional Probability Demo
Gamblers Fallacy Simulation
Birthday Demonstration
Binomial Distribution
Binomial Demonstration
Base Rates
Bayes' Theorem Demonstration
Monty Hall Problem Demonstration
Exercises
Normal Distributions
Introduction
History
Areas of Normal Distributions
Varieties of Normal Distribution Demo
Standard Normal
Normal Approximation to the Binomial
Normal Approximation Demo
Exercises
Sampling Distributions
Introduction
Basic Demo
Sample Size Demo
Central Limit Theorem Demo
Sampling Distribution of the Mean
Sampling Distribution of Difference Between Means
Sampling Distribution of Pearson's r
Sampling Distribution of a Proportion
Exercises
Estimation
Introduction
Degrees of Freedom
Characteristics of Estimators
Bias and Variability Simulation
Confidence Intervals
- Introduction
- Confidence Interval for the Mean
- t distribution
- Confidence Interval Simulation
- Confidence Interval for the Difference Between Means
- Confidence Interval for Pearson's Correlation
- Confidence Interval for a Proportion
Exercises
Logic of Hypothesis Testing
Introduction
Significance Testing
Type I and Type II Errors
One- and Two-Tailed Tests
Interpreting Significant Results
Interpreting Non-Significant Results
Steps in Hypothesis Testing
Signficance Testing and Confidence Intervals
Misconceptions
Exercises
Testing Means
Single Mean
t Distribution Demo
Difference between Two Means (Independent Groups)
Robustnes Simulation
All Pairwise Comparisons Among Means
Specific Comparisons
Difference between Two Means (Correlated Pairs)
Correlated t Simulation
Specific Comparisons (Correlated Observations)
Pairwise Comparisons (Correlated Observations)
Exercises
Power
Introduction
Example Calculations
Power Demo 1
Power Demo 2
Factors Affecting Power
Exercises
Prediction
Introduction to Simple Linear Regression
Linear Fit Demo
Partitioning Sums of Squares
Standard Error of the Estimate
Prediction Line Demo
Inferential Statistics for b and r
Exercises
ANOVA
Introduction
ANOVA Designs
One-Factor ANOVA (Between-Subjects)
One-Way Demo
Multi-Factor ANOVA (Between-Subjects)
Unequal Sample Sizes
Tests Supplementing ANOVA
Within-Subjects ANOVA
Power of Within-Subjects Designs Demo
Exercises
Chi Square
Chi Square Distribution
One-Way Tables
Testing Distributions Demo
Contingency Tables
2 x 2 Table Simulation
Exercises
Case Studies
Angry Moods
Flatulence
Physicians Reactions to Patient Size
Teacher Ratings
Mediterranean Diet and Health
Smiles and Leniency
Animal Research
ADHD Treatment
Weapons and Aggression
SAT and College GPA
Stereograms
Driving
Guns and Aggression
Stroop Interference
TV Violence
Bias Against Associates of the Obese
Shaking and Stirring Martinis
Statistics Level 2