This is an online class! You may find all lectures, slides and homework assigments on this webpage. There will be no in class meetings/exams. You will NOT be able to visit me in my office!! But almost at any time I will be very happy to chat with you using zoom/skype/Microsoft Teams/facebook or simply phone.
Syllabus.Introduction to the class & rules of the game (Video, Slides).
Also note:
Section Start Date 06/10/21; Section End Date 07/14/21; Last Day to Add 06/11/21; Last Day to Drop 06/12/18; Last Day to Withdraw 07/01/18;
|
Instructor Office hours: Office: Office tel.: E-mail: WWW of the course: Home works must be sumbitted in pdf format over: |
Artem Zvavitch Please, e-mail/msg/call me and to make an appointment. 364 (330)-9980275 zvavitch@math.kent.edu http://www.math.kent.edu/~zvavitch/PS_2021.html Blackboard. |
Please, note the calendar below is just a plan which may be adjusted during the semester!
|
Dates
|
Topic
|
Lectures (video and slides)
|
Home Works
|
Questions & Answers
|
|
6.10 and 6.11 |
Sets, Sample Space, Probability. | Lecture 1 (video, slides); Lecture 2 (video, slides) | Home Work 1 (due Monday 6/14/21). | Hints For HW1 (view only after attemting to do the HW!!). |
|
6.14 and 6.15 |
Conditional Probabilities, Independent Events. | Lecture 1 (video, slides); Lecutre 2 (video, slides) | Home Work 2 (due Friday 6/18/21). | |
|
6.16 and 6.17 |
Random Variables, Introduction. Discreate Random Variables (Examles, Expactation). | Lecture 1 (video, slides); Lecutre 2 (video , slides) | Home Work 3 (due Sunday 6/21/21). | Hint to problem 3(video, slides) |
|
6.18 and 6.21 |
Discreate Random Variables (Examles, Expactation, Sum and Product, Variance, Standard Deviation). | Lecture 1 (video, slides); Lecutre 2 (video, slides) | Home Work 4 (due Thursday 6/24/21). | Some Hints(video, slides) |
|
6.22 and 6.23 |
Continuous Random Variables (Examples such as uniform and Normal distributions, Expectation, Sum, Product, Independence and Variance. | Lecture 1 (video, slides); Lecutre 2 (video, slides) | Home Work 5 (due Saturday 6/26/21). | Some Hints for HW 5(video, slides) |
|
6.24 and 6.25 |
Markov's and Chebychev's Inequalities, Discussion of Limit Theorems. | Lecture 1 (video, slides); Lecutre 2 (video, slides) | Home Work 6 (due Monday 6/28/21). | |
|
6.28-6.29 |
Central Limit Theorem. Sample, Sample mean and Variance and Applications of Central Limit Theorem. | Lecutre (video, slides) | Home Work 7 (due Firday 07/01/21). | |
|
6.30-7.01 |
Sample Proportion. Estimation. | Lecture 1 (video, slides); Lecutre 2 (video, slides) | Home Work 8 (due Tuesday 07/06/21). | |
|
07.02 and 07.06 |
Interval Estimators | Lecture 1 (video, slides); Lecutre 2 (video, slides) | Home Work 9 (due Friday 07/09/21). | |
|
07.07-07.08 |
Interval Estimator (case of unknown variance). | Lecture 1 (video, slides); Lecutre 2 (video, slides) | Home Work 10 (due Sunday 7/11/21). | |
|
07.09-07.12 |
Hypothesis Test: first looks | Lecture 1 (video, slides); Lecutre 2 (video, slides) | Home Work 11 (due 07/15/21). | |
|
07.13-11.14 |
Hypothesis Test: the case of unknown variance. | Lecture (video, slides); | Home Work 12 (due 07/17/21). | |