Menu
Search
Admission
Visit
Apply
Financial Services
Academics
Calendar
Course Catalog
Resources
Campus
Dining Menu
Events
Map
Alumni
Alumni Directory
Events
Reunion
Arts
Athletics
New Students
Library
News
Parents & Families
About Us
Career Development
College Store
Community-Engaged Learning
Diversity & Inclusion
President
Support Bates
The Quad
Mathematics
Page Menu
Home
Academics
Academic program
Courses
Calculus Placement Exam
Selecting Your First Math Course
Selecting Later Courses
Transfer Credit
Independent Study
Faculty & Staff
Scott Balcomb
Henry Boateng
Grace Coulombe
Meredith Greer
Pallavi Jayawant (Department Chair)
Martin Montgomery
Katharine Ott
Shepley L. Ross II “Chip”
Adriana Salerno
Peter Wong
Emeriti Faculty
David Haines, Professor Emeritus
Melinda Harder, Lecturer Emerita
Bonnie Shulman, Professor Emerita
Capstone: Seminar or Thesis
Senior Seminar Information (Class of 2017)
Senior Seminar Information (Class of 2016)
Senior Seminar Information (Class of 2015)
Thesis Information
Honors
Resources for Students
Important Dates for Math Majors
Resources for Calculus and Linear Algebra
Goals for Math Majors
What is LaTeX?
The Bates LaTeX Manual
Poster Preparation
Job Opportunities
Activities and Events
Richard W. Sampson Lecture
Newsletters
Contact Us
Senior Capstone Checklist for Mathematics Majors
Name (optional)
First
Last
You completed: (check one or both)
*
Thesis
Seminar
Goals for Majors
*
The following is a list of goals that Bates Mathematics has for its students. Check the box next to each goal that you believe you have learned and/or improved upon during your senior capstone experience (thesis or seminar).
Taking initiative finding things out on your own, such as learning new mathematics or looking up sources.
Reading mathematics critically and analyzing what is known and unknown.
Recognizing patterns and connections between mathematical subjects, or between mathematics and other subjects.
Being able to move smoothly among symbolic, verbal, and written mathematics.
Demonstrating the process of your logical thinking.
Developing problem solving skills.
Speaking about mathematics, clearly and succinctly, before a variety of audiences.
Writing mathematics clearly, correctly, precisely, and for a variety of audiences.
Developing confidence and self-critical skills (knowing what you don’t know and how to address it).
Risking failure for the opportunity to succeed.
Enjoying mathematics.
Being exposed to a wide variety of mathematical concepts.
Comments:
Captcha