This information is part of the .
Faculty |
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ProfessorsÌýRobertson (Chair), Saracino, Schult Associate ProfessorsÌýChen, Christensen, Cipolli, Davis, Jiménez Bolaños, Seo Assistant ProfessorsÌýIsham, Ma, Moore, Sosa Castillo Visiting Assistant ProfessorsÌýBrittenham, Gu Senior Lecturer Tatangelo |
There are many good reasons to study mathematics: preparation for a career, use in another field, or the beauty of the subject itself. Students at ÌÇÐÄvlog¹ÙÍø who major in mathematics go on to careers in medicine, law, or business administration as well as areas of industry and education having an orientation in science. Non-majors often require mathematical skills to carry on work in other disciplines, and all students can use the study of mathematics to assist them in forming habits of precise expression, in developing their ability to reason logically, and in learning how to deal with abstract concepts. There are also many people who view mathematics as an art form, to be studied for its own intrinsic beauty.
All mathematics courses are open to qualified students. Entering first-year students who have successfully completed at least three years of secondary school mathematics, including trigonometry, should be adequately prepared for MATH 161. Students who have studied calculus in secondary school are typically ready to enter MATH 162Ìý´Ç°ù MATH 163.
Students who are planning to undertake graduate study in mathematics are advised to take MATH 485Ìý²¹²Ô»å MATH 487.
Course Information
The following classification scheme is used for MATH courses:
100-149: Only requires knowledge of mathematics before Calculus
150-199: Calculus-level knowledge and/or sophistication

200-249: Linear Algebra level (gentle transition-type course)
250-299: Transition to the major level
300-349: Courses with requirements at Math 150-249 level
350-399: Courses with requirements at the Math 250-299 level
400-449: Courses with requirements at the Math 300-349 level
450-474: Courses with requirements at the Math 350-399 level
475-484: Research experience seminars
485-499: Advanced material
The expected rotation schedule of course offerings is described on the Department of Mathematics webpage.
Honors and High Honors
To be considered for honors in Mathematics or in Applied Mathematics, aÌýstudent must achieve a 3.3 GPA in the respective major.ÌýIn order to be considered for high honors, a 3.7 GPA in the major is required. For both honors and high honors, completion of a course numbered 400 or above besides 481-483Ìýis required.
Honors / High Honors are attained by a student's production and defense of a thesis of distinction. The student's thesis adviser puts forward the thesis for honors consideration.ÌýSubsequently, a committee of three faculty members is formed, one being the student's thesis advisor, the others chosen by the department. The student must give a defense of the thesis. The committee of three, with other faculty members acting in an advisory capacity with a recommendation, then grades the project, consisting of the thesis and defense. In order for honors to be granted, the committee of three must grade the project as A- or better. In the event all three grade the project as A or better, high honors will be granted.
Joint theses are allowed but will not normally be considered for honors. Exceptions may be made with departmental permission.
As a reminder to the student writing theses for two different departments: ÌÇÐÄvlog¹ÙÍø's Honor CodeÌýstates thatÌýsubstantial portions of the same academic work may not be submitted for credit or honors more than once without the permission of the instructor(s).
Awards
The Allen First-Year Mathematical Prize — awarded for excellence in mathematical work on the basis of scores attained on the first year prize exam covering material from Math 161 and 162.
The Edwin J. Downie '33 Award for Mathematics — created in memory of Edwin J. Downie '33, Professor of Mathematics Emeritus, given annually to a senior majoring in mathematics who has made outstanding contributions to the mathematics department through exemplary leadership, service, and achievement.
The OsbornÌýMathematics Prizes — established in honor of Professor Lucien M. Osborn, Class of 1847,Ìý³Ù´Ç be awarded toÌýstudents based on their performance on the Osborn Prize Exams covering material from exactly two of the following courses:ÌýMATH 375, MATH 376, MATH 377.
The Sisson Mathematics Prizes — established in honor of Eugene Pardon Sisson, a teacher of mathematics in the academy 1873–1912, awarded to a student who maintains a high average in one or more 200-level mathematics courses.
Calculus Placement
Students should review the MATH 161, MATH 162, and MATH 163Ìýcourse descriptions for information on topics and prerequisites, or consult with a department faculty member. In general, students are encouraged to enroll in a higher-level course. Students may drop back from MATH 162Ìý³Ù´Ç MATH 161Ìýwithin the first three weeks, subject to available space in an acceptable MATH 161Ìý²õ±ð³¦³Ù¾±´Ç²Ô.
Advanced Placement
Students who have taken the Calculus-BC, Calculus-AB, or Statistics Advanced Placement exam of the College Entrance Examination Board will be granted credit according to the following policy:
- Students earning 4 or 5 on the Calculus-BC Advanced Placement exam will receive credit for MATH 161Ìý²¹²Ô»å MATH 162. Students earning 3 on the Calculus BC exam will receive credit only for MATH 161.
- Students earning 4 or 5 on the Calculus-AB Advanced Placement exam will receive credit for MATH 161.
- Students earning 4 or 5 on the Statistics Advanced Placement exam will receive credit for MATH 105.
- There are no other circumstances under which a student will receive credit at ÌÇÐÄvlog¹ÙÍø for a mathematics course taken in high school.
Transfer Credit
Transfer credit for a mathematics course taken at another college may be granted with pre-approval fromÌýthe department chair.
The following courses count toward the appropriate major or minor in Mathematics or Applied Mathematics only if passed at ÌÇÐÄvlog¹ÙÍø by completing a regularly scheduled course: MATH 250,ÌýMATH 260,ÌýMATH 375,ÌýMATH 376,ÌýMATH 377.
At most, two transfer or independent studies courses may be counted toward a major or minor.
International Exam Transfer Credit
Transfer credit and/or placement appropriate to academic development of a student may be granted to incoming first year students who have achieved a score on an international exam (e.g., A-Levels, International Baccalaureate) that indicates a level of competence equivalent to the completion of a specific course in the department. See the registrar's office prematriculation web page for more information.Ìý
Related Majors/Minors
- Computer Science/Mathematics MajorÌý
- Mathematical Economics MajorÌý
- Mathematical Systems Biology MinorÌý
Teacher Certification
The Department of Educational Studies offers a teacher education program for majors in mathematics who are interested in pursuing a career in elementary or secondary school teaching. Please refer to Educational Studies.
Study Groups
ÌÇÐÄvlog¹ÙÍø sponsors several study-abroad programs that can support continued work toward a major in mathematics. These include, but are not limited to, the Wales Study Group (U.K.), the Australia Study Group, the Australia II Study Group, the Singapore Exchange Program, and the Manchester Study Group (U.K.). For more information about these programs, see Off-Campus Study.
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Majors and Minors
Major
Minor
Courses
- MATH 105Ìý-ÌýIntroduction to Statistics
- MATH 161Ìý-ÌýCalculus I
- MATH 162Ìý-ÌýCalculus II
- MATH 163Ìý-ÌýCalculus III
- MATH 214Ìý-ÌýLinear Algebra
- MATH 240LÌý-ÌýComputational Statistics with R Lab
- MATH 240Ìý-ÌýComputational Statistics with R
- MATH 250Ìý-ÌýNumber Theory and Mathematical Reasoning
- MATH 260LÌý-ÌýComputational Mathematics Lab
- MATH 260Ìý-ÌýComputational Mathematics
- MATH 291Ìý-ÌýIndependent Study
- MATH 302Ìý-ÌýSystems Biology
- MATH 307Ìý-ÌýGeometry
- MATH 308Ìý-ÌýDifferential Equations
- MATH 310Ìý-ÌýCombinatorial Problem Solving
- MATH 312Ìý-ÌýMath Modeling: Social Sciences
- MATH 313Ìý-ÌýFunctions of a Complex Variable
- MATH 315Ìý-ÌýMathematical Biology
- MATH 316Ìý-ÌýProbability
- MATH 354Ìý-ÌýData Analysis I - Applied Linear Models
- MATH 360Ìý-ÌýGraph Theory
- MATH 362Ìý-ÌýTopology
- MATH 375Ìý-ÌýAbstract Algebra I
- MATH 376Ìý-ÌýNumerical Analysis
- MATH 377Ìý-ÌýReal Analysis I
- MATH 391Ìý-ÌýIndependent Study
- MATH 408Ìý-ÌýPartial Differential Equations
- MATH 410Ìý-ÌýRamsey Theory
- MATH 414Ìý-ÌýMatroids
- MATH 416Ìý-ÌýMathematical Statistics
- MATH 417Ìý-ÌýBrownian Motion & Stochastic Calculus
- MATH 448Ìý-ÌýNonlinear Dynamics & Chaos
- MATH 450Ìý-ÌýNumber Theory II
- MATH 454Ìý-ÌýData Analysis II - Nonlinear Model Inference
- MATH 460Ìý-ÌýHilbert and Banach Spaces
- MATH 481Ìý-ÌýInvestigations in Computational Biology
- MATH 482Ìý-ÌýSenior Seminar: Applied Mathematics
- MATH 483Ìý-ÌýSenior Seminar: Mathematics
- MATH 485Ìý-ÌýAbstract Algebra II
- MATH 487Ìý-ÌýReal Analysis II
- MATH 489Ìý-ÌýAxiomatic Set Theory
- MATH 491Ìý-ÌýIndependent Study
- MATH 499Ìý-ÌýMathematical Logic