SA402 ⬝ Fall 2023 ⬝ Sections 4002, 5002 and 6002
Prof. Nelson Uhan
12/19 
The semester is over! 

12/3 
The Final Exam will take place on Saturday 12/16 at 13:00.


12/4 
This is the last week (Week 17) for resubmissions.


11/27 
If you were absent on Wednesday 11/22, Quiz 9 is due at the beginning of class on Wednesday 11/29. 

11/27 
Plan for this week:
Exam 3 will take place on Friday 12/1.


11/17 
Plan for the near future:
Quiz 9 will take place in class on Wednesday 11/22.
Exam 3 will take place on Friday 12/1.


11/13 
Quiz 8 will take place in class on Wednesday 11/15.


11/6 
No quiz this week! 

10/25 
Plan for the near future:
Exam 2 will take place on Wednesday 11/1.


10/23 
Quiz 7 will take place in class on Wednesday 10/25.


10/13 
Quiz 6 will take place in class on Monday 10/16.


10/10 


10/2 
Quiz 5 will take place in class on Wednesday 10/4.


9/20 
Plan for the near future:
Exam 1 will take place on Wednesday 9/27.


9/18 
Quiz 4 will take place in class on Wednesday 9/20.


9/11 
Quiz 3 will take place in class on Wednesday 9/13.


9/1 
No quiz next week (week of 9/4)! 

8/28 
Quiz 2 will take place in class on Wednesday 8/30.


8/21 
Quiz 1 will take place in class on Wednesday 8/23.


8/14 
Welcome! 
Date  Class  Homework 

12/6 


12/4 


12/1 


11/29 


11/27 


11/22 


11/20 


11/17 


11/15 


11/13 


11/8 


11/6 


11/3 


11/1 


10/30 


10/27 


10/25 


10/23 


10/20 


10/18 


10/16 


10/13 


10/11 


10/10 


10/6 


10/4 


10/2 


9/29 


9/27 


9/25 


9/22 


9/20 


9/18 


9/15 


9/13 


9/11 


9/8 


9/6 


9/1 


8/30 


8/28 


8/23 


8/21 


8/18 


8/17 


Dates  Lesson  


16  Standard queueing models  

15  The birthdeath process – performance measures  

14  An introduction to queueing processes – the birthdeath process  

13  A very brief introduction to Markov processes  

12  Spatial Poisson processes  

11  Nonstationary Poisson processes  

10  Poisson processes – decomposition and superposition  

9  Introduction to Poisson processes  

8  Review – Poisson, Exponential, and Erlang random variables  

7  Modeling with Markov chains, revisited  

How to win at Monopoly  

6  Markov chains – longrun probabilities  

5  Markov chains – nstep probabilities  

4  Modeling with Markov chains  

3  Introduction to stochastic processes and Markov chains  

2  Conditional probability review  

1  Sample paths 
Date  Quiz  

11/22  Quiz 9  
11/15  Quiz 8  
10/25  Quiz 7  
10/16  Quiz 6  
10/4  Quiz 5  
9/20  Quiz 4  
9/13  Quiz 3  
8/30  Quiz 2  
8/23  Quiz 1 
Date  Exam  

12/16  Final Exam  
12/1  Exam 3  
11/1  Exam 2  
9/27  Exam 1 