Mesut Pervizpour
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@Lehigh.edu


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CEE-012 Engineering Probability & Statistics

Course Description:

Basic engineering statistics with a civil & environmental engineering focus. Topics to include: random variables and histograms; central tendency, dispersion and skew; probability density functions and cumulative distribution functions, basic probability concepts and selected probability models, return period analysis, linear regression and least squares, correlation analysis, propagation of errors. Prerequisite: MATH 021.

Text book:
  • Bilal M. Ayyub and Richard H. McCuen, Proability, Statistics, and Reliability for Engineers and Scientists, Third Edition, CRC Press, 2011.
References:
  • Alfredo H-S Ang and Wilson H. Tang, Probability Concepts in Engineering, John Wiley & Sons, Inc. 2007.

Location and Hours:
Lecture: MW 10:45am - 12:00 pm, MG Hall 102
(ZOOM Link)
TA: Huaian Zhang huz320@lehigh.edu
(Office Hrs: Monday Fritz Rm231 12:10-1:10 pm
Wednesday ATLSS B150 12:30-1:30pm)
Syllabus | Handouts | Assignments | Labs/Exams | Links


Course Syllabus in pdf

GENERAL CONDUCT OF COURSE
  1. Attendance at lectures and field is MANDATORY.
  2. During the semester, one final exam will be given. Quizzes should be expected at the end of the class.The student MUST take the test. NO make-ups are granted unless absence from a test is justified with proper documentation. An unexpected absence will result in a zero grade. Unless otherwise instructed, closed-book tests should be expected. Any grade review you see justified should be brought to my attention within the first week of receiving the grade.
  3. Homework is due at the beginning of class on the specified date. Late submissions will be penalized by 10%. Homework solutions will be posted 24 hours after they are due, and no solutions will be accepted after they are posted.
  4. Homework solutions should conform to the standards of good engineering practice:
    - Work should be done neatly on one side of the paper only.
    - Each problem should begin on a new page, clearly labeled on numbered pages.
    - Work should be done in pencil.
    - Your name, assignment number, and page number should appear on each page.
    - Work should be organized and presented neatly. Assumptions should be clearly stated, units should be noted on answers and key intermediate results, and answers should be clearly identified.
  5. Academic integrity. It has been my experience in the past that when students study in groups, and communicate they perform better. Obviously, this is a generalization and I am sure there are many exceptions. However, please note that your submitted work for this course should be conducted individually. Academic Integrity is expected from all students in all matters related to this course. In particular, a student assumes responsibility for every assignment, project or exam that he/she submits. University Code of Conduct: https://studentaffairs.lehigh.edu/content/code-conduct.
  6. Accommodations for Students with Disabilities: Lehigh University is committed to maintaining an equitable and inclusive community and welcomes students with disabilities into al l of the University's educational programs. In order to receive consideration for reasonable accommodations, a student with a disability must contact Disability Support Services (D SS), provide documentation, and participate in an interactive review process. If the documentation supports a request for reasonable accommodations, DSS will provide students with a Letter of Accommodations. Students who are approved for accommodations at Lehigh should share this letter and discuss their accommodations and learning needs with instructors as e arly in the semester as possible. For more information or to request services, please contact Disability Support Services in person in Williams Hall, Suite 301, via phone at 610-75 8-4152, via email at indss@lehigh.edu, or online at https://studentaffairs.lehigh.edu/disabilities.
  7. The Principles of Our Equitable Community: Lehigh University endorses The Principles of Our Equitable Community. We expect each member of this class to acknowledge and practice these Principles. Respect for each other and for dif fering viewpoints is a vital component of the learning environment inside and outside the classroom.
TENTATIVE GRADING
Homework, and Quizzes
Midterm Exam
Final Exam
Attendance and Instructor Evaluation
30%
30%
35%
5%
Total:100%

COURSE OUTLINE

TITLES
  1. Matlab
  2. Final Exam