MA396-A Spring 2007 Home Page

Class Schedule:T,Th 8:30-9:45
Class Location:Duffy 028
Professor:Dr. Eugene Quinn
  equinn1@stonehill.edu

General Information Announcements Syllabus Notes and Handouts Assignments Policies Grading


Announcements

 

 

5/08/2007 A skill inventory for the in-class portion of the exam is posted.
4/26/2007 Some examples of solutions to the problems on the takehome exam are posted.
4/26/2007 The takehome portion of the final exam is posted. It will count for 40% of the total for the final exam.
The exam is due Wednesday, May 9 (the last day of final exams)
3/15/2007 The in-class exercise for quadratic forms is posted. I will ask one or two groups to present their results next Tuesday. I will allow some time at the start of class to coordinate, but I would like to limit this to 5 or 10 minutes.
3/12/2007 The takehome exam I is posted. The due date is Tuesday, 4/3
3/1/2007 The sample MAPLE worksheet for covariance and correlation as well as the inclass exercise.
2/26/2007 The following presentations by candidates in the Mathematics Department are scheduled for next week:

CandidateDate and TimeLocationTopic
JJ Perez4:00 Monday, February 26thStanger 001 TBA
Ulrica Wilson4:00 Tuesday, February 27thStanger 207 TBA

All students are welcome!
2/23/2007 The sample MAPLE worksheet for conditional distributions is posted.
2/20/2007 The joint densities team problems are posted.
Please review them in advance; I would like to limit the working time at the start of class to about 10 minutes. (You may use MAPLE for the integrations)
Complete List of Teams:

Team 1Team 2Team 3Team 4Team 5Team 6
Kevin
Daniella
Ryan C
Dana
Brendan
Craig
Ryan M
Ryan B
Susan
Janet
Denise
Renee
Sean M
Sean D
Amanda
Holly
Crystal
Lily
Melissa
Michael
Brian
Justin
Greg
Lauren
From my 2/19 talk "Seeing the Difference: Some Research Results in Difference Equations":
2/16/2007 With apolgies for the inconsistent use of x and y in some of the problems on the original, a corrected version of in-class exercise 1 has been posted.
In class on 2/15 we decided on the following partition of the class into teams of 4:

Team 1Team 2Team 3Team 4Team 5Team 6
Kevin
Daniella
Ryan C
Dana
Brendan
Craig
Ryan M
Ryan B
Susan
Janet
Denise
TBA
Sean M
Sean D
Amanda
Holly
Crystal
Lily
Melissa
Michael
Brian
Justin
Greg
TBA

The empty spots on teams 3 and 6 will be filled by Lauren and Renee.

The following presentations by candidates in the Mathematics Department are scheduled for next week:

CandidateDate and TimeLocationTopic
Eugene Quinn11:30 Monday, February 19thStanger 207 Seeing the Difference:
Some Research Results in Difference Equations
Tim Woodcock4:00 Tuesday, February 20thStanger 207 TBA
Walter Carlip4:00 Wednesday, February 21stStanger 207 TBA

All students are welcome!
2/6/2007
Topology, DNA, and Quantum Computing
by Hsin-hao Su
4:00 PM Wednesday, February 7, 2007
Stanger 001
All students are welcome
A skill inventory for exam 1 has been posted.
1/27/2007 Assignment 1 has been posted in the assignment section with an accompanying spreadsheet.
This is a short exercise involving the use of spreadsheets to generate simulated random data. The due date is Tuesday, January 30th.
12/16/2006 Students with documented disabilities: If you are seeking classroom accommodations under the Americans with Disabilities Act, you are required to register with the Center for Academic Achievement, located in Duffy 109. To receive academic accommodations for this class, please request an accommodation letter from the Center for Academic Achievement and meet with me at the beginning of the semester.


MA396-A General Information


Textbook: An Introduction to Mathematical Statistics and Its Applications (4th edition) by Richard J. Larsen and Morris L. Marx


Assignments

Assignment NumberDate DueAssignment Page
1Tuesday, January 30th


Notes and Handouts

DateDescription
5/01/2007
4/09/2007
4/07/2007
4/03/2007
3/27/2007
3/5/2007
2/1/2007




Policies


College Policies

All policies listed in the Academic Policies and Procedures section of The Hill Book will be strictly adhered to.

These include:

Additional Instructor's Policies


Grading

Basis of Grades

Your final grade will be based on a total of 500 possible points:

ComponentPoints
3 exams (100 points each)300
cumulative final exam100
assignments100
TOTAL500

Some implications to consider:

Assignment of Letter Grades

Letter grades will be assigned according to the following table:
GradePercentage
A92
A-90
B+88
B82
B-80
C+78
C72
C-70
D60
F<60

While I reserve the right to use a curve, you should NOT expect one.

Partial Credit

In most cases, partial credit will be given.

The process of assigning partial credit is somewhat subjective, but
I will use the following guidelines for individual problems:

On a 10 point problem,

Exams will be designed so that a reasonably well-prepared student should be able to complete them without a great deal of time pressure.


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