Mathematics
Overview
Mathematics, encompassing several of the original liberal arts, is valued for its exquisite intellectual beauty and its timeless exploration of all things spatial, quantitative and patterned through the lens of rigorous abstraction. As a vibrant modern science, it possesses an unparalleled analytical power for describing, detailing and deriving insight into numerous physical, biological, technological, economic and societal aspects of the world we all live in. The Mathematics department is committed to engaging a diverse range of students in the active study and creative application of the principles, ideas, and methods that characterize mathematics and the mathematical sciences, and offering preparation toward a wide variety of careers and educational pursuits.
Upon graduation, some mathematics majors go on to graduate or professional school while others begin careers in teaching, business, industry, or government. The major can be structured to provide a solid foundation in the mathematical sciences-pure and applied mathematics, statistics, and operations research-and fields close to mathematics like computer science, actuarial science, and engineering. A major or minor in mathematics can also provide an excellent technical and theoretical complement to a major or minor in other fields.
Major Requirements
COURSEWORK
The minimum requirements for the major outlined below allow a student great flexibility in designing a course of study to meet their own intellectual and career goals.
Fundamental courses
| Calculus 1 | Scientific Modeling and Differential Calculus | 4 units |
| Calculus 2 | Scientific Modeling and Integral Calculus | 4 units |
| MATH 210 | Discrete Mathematics | 4 units |
| MATH 212 | Multivariable Calculus | 4 units |
| MATH 214 | Linear Algebra | 4 units |
*Any student who places out of a Calculus 1 or Calculus 2 class satisfies the corresponding requirement for the Math Major.
Advanced courses
Students must have 24 units of Mathematics courses numbered 310 or above (excluding MATH 400) in which their grade point average is equal to or greater than 2.0.
Colloquium requirement
Breadth requirement
Select one option as detailed below:
Option 1
| MATH 150 | Statistical Data Analysis | 4 units |
Option 2
| COMP | Computer Science courses | 4 |
Option 3
| MATH 160 | Creative Problem-Solving | 2 units |
| COMP | Computer Science course | 2 |
The Mathematics department has prepared guidelines for majors considering future study or careers in pure and applied mathematics, education, actuarial science, and computer science. These guidelines are available on our website.
SECOND-STAGE WRITING REQUIREMENT
Students majoring in Mathematics should familiarize themselves with this requirement at the time of declaring the major. The Second-Stage Writing Requirement is addressed in MATH 300. Students not taking MATH 300 (e.g., study abroad students) may petition to satisfy the writing requirement at a different time.
COMPREHENSIVE EXAMINATION
This examination has two parts. The first part measures competence in the fundamental courses and is handled during MATH 300: Junior Colloquium. The second part is fulfilled by completing 4 units of MATH 400: Senior Colloquium. Further information is available from the department.
HONORS:
Students who wish to be considered for honors in Mathematics should complete at least the five fundamental courses in their first two years with a grade point average greater than 3.0, and pass the Comprehensive Exam on their first attempt. Honors students must also complete three approved upper-division courses beyond those required for the major by the end of Senior year. Honors students must obtain signed approval from a mentor by the end of the Junior year, and should enroll in MATH 499 for the fall semester of Senior year. For Honors students, MATH 499 is substituted for MATH 400 in satisfying the major requirements. Consult the Mathematics Department and the Honors Program for additional details.
Minor Requirements
The minor in Mathematics requires at least 20 units of Mathematics numbered 150 or above, taken at Occidental or through college transfer credit. Students must take at least one 4-unit course at the 300 level.
COURSEWORK
Students must select three courses from the list below:
Mathematics Placement
CALCULUS PLACEMENT
Placement in calculus courses (MATH 108, MATH 110, MATH 114, or MATH 128) is determined based on previous mathematical experience, advising, and the results of the Calculus Placement Exam. The Calculus Placement Exam is administered online prior to the beginning of Fall Semester.
Students with qualifying scores on the Advanced Placement or IB Examination in Calculus are most often placed in calculus courses as follows:
| Calculus AP Exam Score |
Which Math course to take |
| BC 4 or 5 |
MATH 150, MATH 210, MATH 212, or MATH 214. |
AB 4 or 5
|
MATH 120 or MATH 128 (after consultation with Math Dept)
|
AB or BC 3 or less
|
Take Calculus Placement Exam
|
IB Exam Score
|
Which Math course to take |
| IB HL 6 or 7 |
MATH 150, MATH 210, MATH 212, or MATH 214. |
| IB HL 5 |
MATH 114 or MATH 120 or MATH 128:
|
| IB HL 4 |
MATH 110 or MATH 114 |
| IB HL 3 or less |
Take Calculus Placement Exam |
IB IS SL (any score)
|
Take Calculus Placement Exam
|
In addition to the calculus courses, MATH 105, MATH 146, MATH 150, MATH 160, MATH 210, MATH 212, MATH 214, and COMP 131 may be taken by first-year students meeting the prerequisites.
Students with transfer credits should confer with the Department for advice on placement in an appropriate mathematics course.
STATISTICS PLACEMENT
Students receiving a 4 or 5 on the AP Statistics Exam are exempt from MATH 146; MATH 150 is recommended for these students wanting to take further statistics courses.
MATHEMATICS COURSES
Calculus is a prerequisite for all mathematics courses with the exceptions of MATH 105 and MATH 146, as well as for most Computer Science courses. All students planning to take Calculus must take the online Calculus Placement Exam prior to the beginning of the Fall Semester unless they are exempt due to having received an Advanced Placement exam score. (See Calculus Placement above or contact the Mathematics Department for further details.) Prerequisites for any course may be waived with permission of the instructor.
Courses
Mathematics Courses
Faculty
Regular Faculty
Treena Basu
Assistant Professor, Mathematics
B.S. Jogamaya Devi College: University of Calcutta; M.S. University of Texas-Pan American; M.S. Bengal Engineering and Science University; Ph.D. University of South Carolina
Ron Buckmire
Professor, Mathematics
B.Sc., M.Sc., Ph.D., Rensselaer Polytechnic Institute
Alan Knoerr
Associate Professor, Mathematics, Cognitive Science
B.A., Oberlin College; Sc.M., Ph.D., Brown University
Tamás Lengyel
Professor, Mathematics
Diploma, Ph.D., Eotvos University, Budapest
Ramin Naimi
Professor, Mathematics
B.S., U.C. Los Angeles; Ph.D., California Institute of Technology
Eric Sundberg
Associate Professor, Mathematics
B.A., Occidental College; Ph.D., Rutgers University
Nalsey Tinberg
Professor, Mathematics
B.A., U.C. Los Angeles; M.S., Ph.D., University of Warwick
On Special Appointment
Kanadpriya Basu
Part-Time Non-Tenure Track Assistant Professor, Mathematics
B.Sc., Presidence College, University of Calcutta; M.Sc., Bengal Engineering and Science University; M.S., University of Texas-Pan American; Ph.D., University of Southern California
Gerald Daigle
Non-Tenure Track Assistant Professor, Mathematics
B.A., Pomona College; M.A., Cambridge University; Ph.D., California Institute of Technology
Lyla Fadali
Part-Time Non-Tenure Track Assistant Professor, Mathematics
Nishu Lal
Full-Time Non-Tenure Track Assistant Professor, Mathematics
B.S., M.S., U.C., Irvine; Ph.D., U.C. Riverside
Don Lawrence
Full-Time Non-Tenure Track Professor, Mathematics
B.A., Pomona College; M.A., Ph.D., U.C. Santa Barbara
Jeffrey Miller
Full-Time Non-Tenure Track Assistant Professor, Mathematics
B.S. UC Davis; M.A., Ph.D., U.C. Santa Barbara
Leonid Piterbarg
Part-Time Non-Tenure Track Assistant Professor, Mathematics
M.S., Ph.D., Moscow University
Ekaterina Savchenkova
Part-Time Non-Tenure Track Assistant Professor, Mathematics
B.S., M.S., Ph.D., Moscow State University
Gregory Tollisen
Full-Time Non-Tenure Track Professor, Mathematics
B.S., University of Portland; M.S., California Institute of Technology