EM016 Stochastic Processes

6 ECTS - 3-0 Duration (T+A)- 2. Semester- 3 National Credit

Information

Unit INSTITUTE OF NATURAL AND APPLIED SCIENCES
INDUSTRIAL ENGINEERING (PhD)
Code EM016
Name Stochastic Processes
Term 2019-2020 Academic Year
Term Spring
Duration (T+A) 3-0 (T-A) (17 Week)
ECTS 6 ECTS
National Credit 3 National Credit
Teaching Language İngilizce
Level Belirsiz
Type Normal
Mode of study Yüz Yüze Öğretim
Catalog Information Coordinator Prof. Dr. MELİK KOYUNCU
Course Instructor
The current term course schedule has not been prepared yet.


Course Goal / Objective

To develop the operationsresearch knowledge and skills by using stochastic model techniques

Course Content

Basic statistical concepts, Introduction to queuing systems, M/M/1,M/M/s and the other queue models,queuing networks, Markov chains and itsapplications

Course Precondition

Resources

Notes



Course Learning Outcomes

Order Course Learning Outcomes
LO01 Gain the use of statistical distribution
LO02 Can comment the use of statistical distributions
LO03 Can model the Markov Models
LO04 Gain the use of Markov Models
LO05 Gain the use of MarkovModels
LO06 Can use the queing systems at the production systems
LO07 Can use the queing systems at the production systems
LO08 Can compare the altrenative solutions by using queing systems
LO09 Can compare the altrenative solutions by using queing systems
LO10 Can compare the altrenative solutions by using queing systems
LO11 Can compare the altrenative solutions by using queing systems
LO12 Can apply the queing systems
LO13 Can apply the queing systems
LO14 Can apply the queing systems
LO15 Can apply the queuing networks


Relation with Program Learning Outcome

Order Type Program Learning Outcomes Level
PLO01 - Understands, interprets and applies knowledge in his/her field domain both in-depth and in-breadth by doing scientific research in industrial engineering. 5
PLO02 - Acquires comprehensive knowledge about methods and tools of industrial engineering and their limitations. 5
PLO03 - Designs and performs analytical modeling and experimental research and analyze/solves complex matters emerged in this process. 5
PLO04 - Completes and applies the knowledge by using scarce and limited resources in a scientific way and integrates the knowledge into various disciplines. 5
PLO05 - Keeps up with the recent changes and applications in the field of Industrial Engineering and examines and learns these innovations when necessary. 5
PLO06 - Has the ability to propose new and/or original ideas and methods, develops innovative solutions for designing systems, components or processes. 5
PLO07 - Develops original definitions that will provide innovation to the field at the level of expertise for current and advanced information in the field based on graduate qualifications. 5
PLO08 - Designs Industrial Engineering problems, develops innovative methods to solve the problems and applies them. 5
PLO09 - Works in multi-disciplinary teams and takes a leading role and responsibility. 5
PLO10 - Identifies, gathers and uses necessary information and data. 5
PLO11 - Follows, studies and learns new and developing applications of industrial engineering. 4
PLO12 - Uses a foreign language in verbal and written communication at least B2 level of European Language Portfolio. 2
PLO13 - Presents his/her research findings systematically and clearly in oral and written forms in national and international platforms. 5
PLO14 - Understands social and environmental implications of engineering practice. 5
PLO15 - Considers social, scientific and ethical values in the process of data collection, interpretation and announcement of the findings. 5
PLO16 - Works in multi-disciplinary teams, take a leading role and responsibility and develop solutions for complex problems. 5


Week Plan

Week Topic Preparation Methods
1 The role of probability and statistics at the Stochastic models Reading the related chapter from the textbook
2 Analyzing data bynstatistics Reading the related chapter from the textbook
3 Discrete probability distributions (Bernoulli,Geometric ,Poisson etc.) Reading the related chapter from the textbook
4 Discrete probability distributions(Bernoulli,Geometric ,Poisson etc.) Reading the related chapter from the textbook
5 Introduction to Markov Chains Reading the related chapter from the textbook
6 Introduction to Markov Chains Reading the related chapter from the textbook
7 First passage times Reading the related chapter from the textbook
8 Mid-Term Exam Classical exam
9 Absorbing states Reading the related chapter from the textbook
10 Absorbing states Reading the related chapter from the textbook
11 Modelling the interarrivaland service times Reading the related chapter from the textbook
12 Distribution fitting techniques Reading the related chapter from the textbook
13 M/M/1 , M/M/s queuing models Reading the related chapter from the textbook
14 The queues have finite calling population and other queing models Reading the related chapter from the textbook
15 Jackson queuing networksand Application of queuing modelsat the modern manufacturing systems Reading the related chapter from the textbook
16 Term Exams Classical exam
17 Term Exams Classical exam

Update Time: 29.08.2019 04:09