MS 371 - Probability
Professor: Erich Friedman
About the course:
We will meet every MWF at 11:00 in Elizabeth 318. This
course will essentially cover the first ten chapters of the text, Fundamentals
of Probability by Ghahramani. This course is an introduction to the mathematics of
chance, including combinatorial probability, conditional probability, probability
densities and distributions, discrete and continuous random variables, joint
probability, and limit theorems. Probability has been an active field for over 300
years. Some students think it is hard, because it is often non-intuitive, but you
will find it extremely valuable to learn about the mathematics of chance.
About me:
My e-mail address is efriedma@stetson.edu. My web page can be found at http://www.stetson.edu/~efriedma/. My office is
Elizabeth 214-2. My office hours this semester are:
- Monday 10:00 - 11:00
- Tuesday 10:30 - 12:00
- Wednesday 10:00 - 11:00
- Friday 1:30 - 2:30
This means that I am always in my office during these times, and you can drop by
without an appointment. If you cannot make my regularly scheduled hours, let me know
and we can set up another time to talk. Please come by if you need help, or if you
just want to chat. You will soon see that my lecture style is informal. I will be
calling you by your first name (or a nickname if you prefer), so please call me
Erich.
About you:
You will need a working knowledge of MS 203 and MS 255.
In particular, we first use set theory and proofs in week 1, factorials in week 2,
continuity in week 6, Taylor series in week 8, geometric series in week 9,
differentiation and integration in week 10, the fundamental theorem of calculus in
week 11, sequences in week 12, and partial derivatives and multiple integrals in week
13.
Please review now, as there will be no time for it later. If you fall behind, come
see me as soon as possible. Attendance in this class is not mandatory, but it will
be very hard for you to learn this material on your own if you do not come to class.
Please be respectful of both me and your classmates. This means coming to class on
time and not socializing in class. Cheating will not be tolerated.
About your grade:
Homework will not be collected, but I will answer
questions in class as time permits. These problems are an indication of what
the test problems will look like. I encourage you to work together on the
homework problems. You should do as much or as little homework as you need. The
leading causes of failing this course are not doing enough homework, and not
remembering things from previous courses.
Tests will be given on the 5 dates announced on the
syllabus. Please check your schedule now to see that there are no conflicts. I do not
give make-up tests. If you miss a test without telling me beforehand, you will
receive a zero. You will be expected to show your work and justify your answers. You
should bring a calculator to the exams. Each test is worth 1/8 of your grade.
The Final Exam is comprehensive and is worth the remaining 3/8 of your grade.