This is an online class (with one FUN! face to face exam in the end) You may find all lectures, slides and homework assigments on this webpage. There will be no in class meetings, JUST ONE EXAM. You will NOT be able to visit me in my office!! But almost at any time I will be SUPER happy to chat with you using whatsapp/zoom/skype/Microsoft Teams/facebook or simply phone.
Syllabus.Introduction to the class & rules of the game (Video, Slides).
Also note:
Section Start Date 06/29/23; Section End Date 08/03/23; Last Day to Add 06/30/23; Last Day to Drop 06/30/23;
|
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_2023.html CANVAS. |
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
|
|
6.29 and 6.30 |
Sets, Sample Space, Probability. | Lecture 1 (video, slides); Lecture 2 (video, slides) | Home Work 1 (due Monday 7/03/23). | Hints For HW1 (view only after attemting to do the HW!!). |
|
7.03 and 7.04 |
Conditional Probabilities, Independent Events. | Lecture 1 (video, slides); Lecutre 2 (video, slides) | Home Work 2 (due Friday 7/07/23). | |
|
7.05 and 7.06 |
Random Variables, Introduction. Discreate Random Variables (Examles, Expactation). | Lecture 1 (video, slides); Lecutre 2 (video , slides) | Home Work 3 (due Sunday 7/10/23). | Hint to problem 3(video, slides) |
|
7.07 and 7.10 |
Discreate Random Variables (Examles, Expactation, Sum and Product, Variance, Standard Deviation). | Lecture 1 (video, slides); Lecutre 2 (video, slides) | Home Work 4 (due Thursday 7/14/23). | Some Hints(video, slides) |
|
7.11 and 7.12 |
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 Monday 7/17/23). | Some Hints for HW 5(video, slides) |
|
7.13 and 7.14 |
Markov's and Chebychev's Inequalities, Discussion of Limit Theorems. | Lecture 1 (video, slides); Lecutre 2 (video, slides) | Home Work 6 (due Thursday 7/20/23). | |
|
7.17-7.18 |
Central Limit Theorem. Sample, Sample mean and Variance and Applications of Central Limit Theorem. | Lecutre (video, slides) | Home Work 7 (due Saturday 07/22/23). | |
|
7.19-7.20 |
Sample Proportion. Estimation. | Lecture 1 (video, slides); Lecutre 2 (video, slides) | Home Work 8 (due Tuesday 07/25/23). | |
|
07.21 and 07.24 |
Interval Estimators | Lecture 1 (video, slides); Lecutre 2 (video, slides) | Home Work 9 (due Friday 07/28/23). | |
|
07.25-07.26 |
Interval Estimator (case of unknown variance). | Lecture 1 (video, slides); Lecutre 2 (video, slides) | Home Work 10 (due Sunday 7/30/23). | |
|
07.27-07.28 |
Hypothesis Test: first looks | Lecture 1 (video, slides); Lecutre 2 (video, slides) | Home Work 11 (due 08/02/23). | |
|
07.31-08.01 |
Hypothesis Test: the case of unknown variance. | Lecture (video, slides); | Home Work 12 (due 08/04/23). | |