Class Schedule: | T,Th 2:30-3:45 | ||
Class Location: | Duffy 205 | ||
Professor: | Dr. Eugene Quinn | ||
equinn1@stonehill.edu |
General Information | Announcements | Syllabus | Notes and Handouts | Assignments | Policies | Grading | Technology |
12/17/2010 | A study guide for the final exam is posted. |
9/9/2010 | Documentation for the computational portion of the midterm exam is posted. |
9/9/2010 | The first meeting of the MATH CLUB for the fall 2010 semester will be today in Duffy 209 at 4:00. All are welcome to attend (you can bring your friends too!) |
7/16/2010 | Stonehill College is committed to providing all students equal access to learning opportunities. The Center for Academic Achievement is the campus office that works with students who have disabilities to provide and/or arrange reasonable accommodations. Students registered with The Center, who have a letter requesting accommodations, are encouraged to contact the instructor early in the semester. Students who have, or think they may have, a disability (e.g. psychiatric, attentional, learning, vision, hearing, physical, or systemic), are invited to contact The Center for Academic Achievement for a confidential discussion at 508-565-1208. |
Assignment Number | Date Due | Assignment |
12 | Tuesday 12/7 | Assignment 9 (LaTeX source) |
11 | Tuesday 11/30 | The theoretical portion of the midterm exam (LaTeX source) |
10 | Thursday 11/18 | The computational portion of the midterm exam |
9 | Friday 11/5 | Assignment 8 (LaTeX source) |
8 | Friday 10/22 | Assignment 7 (LaTeX source) |
7 | Friday 10/15 | Assignment 6 (LaTeX source) |
6 | Tuesday 10/12 | Computational Exercise 1 (LaTeX source) |
5 | Thursday 10/7 | Assignment 5 (LaTeX source) |
4 | Thursday 9/30 | Assignment 4 (LaTeX source) |
3 | Thursday 9/23 | Assignment 3 (LaTeX source) |
2 | Thursday 9/16 | Assignment 2 (LaTeX source) |
1 | Thursday 9/9 | Assignment 1 (LaTeX source) |
Date | Description |
12/17/2010 | Supplementary material
|
11/7/2010 | Lecture notes for Weibull, logistic, and lognormal |
11/2/2010 | MAPLE worksheet from today's class |
9/5/2010 | Basic set theory review (LaTeX source) |
Bare bones LaTeX example (LaTeX source) |
The relative weight of each will be as follows:
Written Assignments | 55% |
Midterm Exam | 30% |
Final Exam | 15% |
Students who took Abstract Algebra or Real Analysis last year are already familiar with LaTeX because it was required in those courses. If you are new to LaTeX, chances are you will find it easy to pick up enough to satisfy the requirements in this course. LaTeX is an extremely useful skill and the effort required to learn it pays off handsomely.
If you do not already have it, you should download and install LaTeX. See my LaTeX resource page for details. Depending on your platform, you should install either MiKTeX (windows), MacTeX (mac), or TeX Live (unix/linux). All of these install the software required to translate, display, and print LaTeX documents, but none of them provide facilities for producing LaTeX source documents (minimally, a decent text editor).
Consequently, you should consider installing Texmaker, which provides a graphical editor for LaTeX source documents. With Texmaker, you can construct a LaTeX document without having to type the actual LaTeX symbols. If you plan to install Texmaker, install LaTeX first so that Texmaker can automatically configure the interface to LaTeX.
R is a free statistical package based on the S package, which was developed at Bell Labs. See the detailed instructions for downloading and installing R and a brief discussion of the rationale for using R. We will use R to generate data from various probability distributions.
GNU Octave is a free, high-level language geared towards numerical computations. It provides some of the features of the popular MATLAB commercial software. We will find it useful for automating computations involving vectors and matrices. You can download and install it from the GNU Octave website. Windows and Mac users should download and install the appropriate binary (precompiled) version as the native versions require you to compile from the source code.
MAPLE is a commercial computer algebra system sold by the Maplesoft corporation that we will occasionally use to automate some of the calculus tasks we encounter. It is available in computer labs on campus, but you cannot install it on your own computer unless you purchase it (this is NOT a requirement; Under a program called the "MAPLE adoption program", Maplesoft offers discounts to students in registered courses. I will register MTH395 so you can qualify for the discount if you choose to purchase MAPLE. Again, you are NOT required to purchase MAPLE for this course, and we will probably use it only occasionally). Depending on options and discounts, MAPLE costs around $100 for the student version.
These include:
All members of the College community have the responsibility to be familiar with,
to support, and to abide by the College's policy on academic honesty. This responsibility includes reporting known or suspected violations of this policy to the appropriate faculty
member or to the Dean of the Faculty in the Office of Academic Affairs.
Academic dishonesty includes but is not limited to the following:
(Page 108 of The Hill Book )
The policies listed under Class Attendance on page 108 of The Hill Book apply;
Note in particular the following:
(Page 108 of The Hill Book - note exceptions for prolonged illness and conflicts with religious beliefs)
My idea of legitimate absences includes:
The value of the final examination is determined by the instructor. If a student misses the examination without sufficient reason, a grade of F is given for this part of the course requirements. The semester grade is then determined in the same way as for students who took the examination.
(Page 109 of The Hill Book)
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