Professor Matt Jones
E-mail: jonesmatt@apsu.edu
Office: Clement 110
Phone: 931/221-7814
Office Hours: MW 1:30 pm – 3:00 pm, TTH 11:00 am – 1:00 pm, or by appointment
Tentative Schedule
Date Speaker Tentative Topic
|
Sept 7 |
Dr. Kirk Menser |
Graph Theory and Instant Insanity |
|
Sept 14 |
Dr. Samuel Jator |
Significance of Polynomial Zeros in Num |
|
Sept 21 |
Dr. Nell Rayburn |
TBA |
|
Sept 28 |
Dr. Raman Sahi |
Optimization |
|
Oct 5 |
Dr. Tristan Denley |
TBA |
|
Oct 12 |
Mr. Caleb Wherry |
Quantum Computation: the Mathematics of Information |
|
Oct 19 |
Fall Break |
Fall Break |
|
Oct 26 |
Dr. Jim Vandergriff |
Number Theory |
|
Nov 2 |
Dr. David Grimmett |
The Geneology of John Von Neumann's Four Square Random Number Generator |
|
Nov 9 |
Mr. Bill Szewczyk |
What is a Datum? |
|
Nov 16 |
Dr. Kirsten Boyd |
The Actuarial Profession |
|
Nov 23 |
Dr. Ashley Stonecipher |
Polyhedra |
|
Nov 30 |
Dr. Raman Sahi |
Knot Theory |
|
Dec 7 |
Dr. Matt Jones |
Markov Chains |
Eligibility
Students may enroll if their Composite ACT score is 26 or higher OR their Mathematics ACT score is 24 or higher OR they have been admitted to the APSU Honors Program OR they have obtained permission of the instructor or Department Chair. Both freshmen and upper division students are welcome to enroll.
Goals of the Course
This course is designed to be part of the university Honors Program. Its purpose is to expose students to research topics appropriate for undergraduates and to acquaint them with the types of topics they might eventually study in graduate school in mathematics or related fields (such as operations research, statistics, physics). Students will also become acquainted with opportunities for fellowships and Research Experiences for Undergraduates (REUs) nationally and abroad.
Course Requirements and Grading
The course will be graded based on attendance, on a journal, and on an annotated bibliography. The journal and annotated bibliography will have equal weight in the course grade.
Attendance Policy
Each two unexcused absences will result in a reduction of the course grade by one letter. Absences will be excused at the discretion of the instructor and only for unavoidable circumstances. The instructor will require proof of illness or other emergency. Students who are excessively or habitually late may be marked absent.
Disability Issues
Any student who has a disability that might affect his/her academic performance is encouraged to make an appointment with me to discuss the matter, or you may contact the Office of Disability Services; telephone 221-6230; tty 221-6278; fax 221-7102.
Minors in the Classroom
Minors (any non-student under the age of 18) accompanying staff, faculty, students, or visitors on campus are not permitted in the classroom.
Standards of Conduct
Students are expected to conduct themselves appropriately at all times. Academic and classroom misconduct will not be tolerated. Students must read the “Code of Student Conduct” in the new Student Handbook for an understanding of what will be expected of them within the academic setting.
Mid-term Grade
A mid-term grade shall be awarded for all students in this course. The grade awarded may not necessarily be based on 50% of the course requirements and may or may not differ from the final grade. Your mid-term grade will be posted on AP Web.
Note
The above procedures are subject to change in the event of extenuating circumstances.
The Journal Assignment
Due Date
Your journal is due on Tuesday, December 14 (during final exam week). I will take up the journals on Tuesday, September 28 for the purpose of giving you feedback on your journal entries to that point.
Description
Your journal will contain one page for each lecture. At the top of the page put the title of the lecture, the name of the speaker, and the date. Then give a brief reflection on the lecture. Some things you might include are what aspects of the topic interested you most, what question you have after hearing the lecture, what parts of the lecture (if any) you didn’t understand (and that’s OK!), etc. Following this reflection, give your response to the follow-up question for that lecture.
Fine Print
Please print or type your journal entries. You are expected to adhere to the standards of good grammar, sentence structure, spelling punctuation, etc. Please do not use the backs of pages.
The Annotated Bibliography Assignment
Due Date
The annotated bibliography is due Tuesday, November 9.
Description
Select at least 10 REU programs in mathematics or related fields that interest you. For each REU, give the primary reference (usually a web page address). Underneath the reference provide one paragraph of information about that REU. Be sure to indicate the mathematical topic(s) which are explored in that REU. Indicate the approximate date at which applications are due. (The webpage http://www.ams.org/employment/reu.html contains a list of REUs.)
Give an annotation for the Budapest Semesters in Mathematics. The primary reference is http://www.budapestsemesters.com/ Underneath the reference provide one paragraph of information about the program. Be sure to include the approximate date at which applications are due.
Give an annotation for the APSU Presidential Research Scholars Program (http://www.apsu.edu/our/presidential-research-scholars-program). Underneath the reference provide one paragraph of information about the program. Be sure to include the approximate date at which applications are due.
Select at least five universities which provide their own funding for graduate students in mathematics or a related field. For each university, give the primary reference (usually a web page address) for that university’s graduate mathematics (or mathematics-related program). Underneath the reference provide one paragraph of information about a mathematics (or related) graduate program at that university. If possible, include information about the approximate time of year that applications are due. The AMS booklet at http://www.ams.org/employment/asst.pdf lists, by state, over 200 graduate programs in mathematics which offer funding to students.
Select at least five national and/or international scholarship/fellowship programs which provide funding for graduate study in mathematics or a related field. For each scholarship, give the primary reference (usually a webpage address) for information about that scholarship. Underneath the reference provide one paragraph of information about that scholarship. Your paragraph should include (but should not be limited to) who is eligible and what, exactly, is funded. If possible, also indicate the approximate time of year that applications are due. A list (by no means extensive) of national and international scholarships is attached.
Some Fine Print
Your annotated bibliography must be typed. You are expected to adhere to standards of good grammar, sentence structure, spelling, punctuation, etc. Although it is not a hard and fast rule, it is my assumption that you can get about three annotations on each page. Please do not use the backs of the pages. You are, of course, expected to adhere to standards of good grammar, sentence structure, spelling, punctuation, etc.
Some National and International Programs
Rhodes
Marshall
Mitchell
Churchill
Fulbright
Goldwater
Gates Cambridge
Glamour Magazine Top Ten College Women Contest
NASA Graduate Student Researchers Program
Newton Fellowships
National Science Foundation Graduate Research Fellowships
Department of Energy Computational Science Graduate Fellowship
Ford Foundation Predoctoral Fellowships for Minorities
GEM Fellowships for Minorities in Engineering and Science
Hertz Fellowships
Howard Hughes Medical Institute Graduate Fellowships
National Physical Science Consortium
National Defense Science and Engineering Graduate Fellowships
AMS China Exchange Program: Fan Fund Travel Grants from the AMS
AMS –AAAS Mass Media Fellowship Program (for graduate students)
AMS Prizes
AMS-AAAS Congressional Fellowship
Travel Grants for ICM 2010
Stipends for Study and Travel (http://www.ams.org/employment/stipends-list.html)
NSF Graduate Research Fellowships
The National Academies Fellowships in Science, Engineering, and Medicine
NSF Division of Mathematical Sciences – Enhancing the Mathematical Sciences Workforce in the 21st Century (EMSW21)
NSF Mathematical Sciences Postdoctoral Research Fellowships
NSF-AWM Travel Grants for Women
National Security Agency (NSA) Grants and Sabbaticals
Other Programs (http://www.ams.org/employment/gradinfo.html)
-----The above material is subject to change on a whim.---------