Course Information


Course Information
Course Title Code Semester L+U Hour Credits ECTS
STATISTICAL DESIGN OF EXPERIMENT İST3006 0 + 0 3.0 5.0

Prerequisites None

Language of Instruction Turkish
Course Level Graduate Degree
Course Type Compulsory
Mode of delivery After theoretical review, applications will be given by using computer programs
Course Coordinator
Instructors
Assistants
Goals Create the variance analysis models according to data, searhing for factor effects and real life applications
Course Content Model selction, parameter estimation and hypothesis testing
Learning Outcomes 1) Draws statistical conclusions by estimating the regression parameters with repetition of the information matrix and testing.
2) Examines for the relationship between the regression analysis models and the variance analysis
3) Examines for completely randomized and incomplete block models in terms of statistical inference.
4) Has knowledge of factors and levels concepts and removal of the statistical results of the regular model 2x2 factors.
5) Reviews one effective models (one-way ANOVA), parameters, variables, factor, ANOVA table concepts.
6) Creates confidence intervals and hypothesis testing for the difference with one-way ANOVA model parameter estimation, testing, the effects of factor levels, compared with the average.
7) Examines the results with the issuance of hypothesis test and test statistics in fixed and random effects models, random effect model.
8) Examines the multi-effect ANOVA models, common interaction between factors, fixed, random and mixed effects models
9) Makes hypothesis tests with creating ANOVA table as a result of Nested with the introduction of the tests and the issuance of the design model (Examines the confidence intervals of the model parameters and hypothesis testing for this parameters)
10) Examines the case that by introducing the Split Plot Models, in a split plot factor model by introducing fixed, random and mixed effect.

Weekly Topics (Content)
Week Topics Teaching and Learning Methods and Techniques Study Materials
1. Week Basic concepts, matrix review Lecture

Presentation (Including Preparation Time)
2. Week Estimation of regression parameters and hypothesis testing Lecture

Presentation (Including Preparation Time)
3. Week Regression, regression with dummy variables Lecture

Presentation (Including Preparation Time)
4. Week Relationship between the regression and variance analysis models Lecture

Presentation (Including Preparation Time)
5. Week Concepts of factor and level, 2x2 factor design Lecture

Presentation (Including Preparation Time)
6. Week One-way ANOVA models, parameters, variables, factors and construction of the ANOVA table Lecture

Presentation (Including Preparation Time)
7. Week Parameter estimation for one-way ANOVA models, hypothesis testing, the effects of factor levels, comparasions of the means and confidence intervals Lecture

Presentation (Including Preparation Time)
8. Week Fixed and random effects models, test statistics, hypothesis testing for random effects models Lecture

Presentation (Including Preparation Time)
9. Week Two (or more) way ANOVA models, common interactions between factors Lecture

Presentation (Including Preparation Time)
10. Week Fixed, random and mixed effects models Lecture

Presentation (Including Preparation Time)
11. Week Introducing nested experiments, experimental design nested models, construction of the ANOVA table, confidence intervals related to the model parameters, hypothesis testing Lecture

Presentation (Including Preparation Time)
12. Week Restrictions on randomness for multi-effect models Lecture

Presentation (Including Preparation Time)
13. Week Split plots, fixed, random and mixed effects in a split plot, confidence intervals, hypothesis testing Lecture

Presentation (Including Preparation Time)
14. Week ANCOVA (Analysis of covariance) models, construction of the ANCOVA table, estimation, testing and confidence intervals Lecture

Presentation (Including Preparation Time)

Sources Used in This Course
Recommended Sources
Neter, J. , W. Wasserman and M. H. Kutner (1990). Applied Linear Statistical Models, Homewood
Steel, G.D.R. and J.H. Torrie (1982). Principles and Procedures of Statistics, McGraw-Hill Publishing

Assessment
Measurement and Evaluation Methods and Techniques
Weekly assignments related to the matters described in the Courses, midterms and final exams, by asking students questions that require knowledge, skills and practice, skills and practical courses as well as providing continuity of interest.
ECTS credits and course workload
Event Quantity Duration (Hour) Total Workload (Hour)
Course Duration (Total weeks*Hours per week) 14 4
Work Hour outside Classroom (Preparation, strengthening) 14 3
Homework 4 4
Midterm Exam 1 2
Time to prepare for Midterm Exam 1 20
Final Exam 1 2
Time to prepare for Final Exam 1 20
Total Workload
Total Workload / 30 (s)
ECTS Credit of the Course
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Course Information