ENROLL

Christopher Elias

This overview of the "interdisciplinary discipline" of American Studies will focus on the ways American Studies engages with and departs from other scholarly fields of inquiry. We will study the stories of those who have been marginalized in the social, political, cultural, and economic life of the United States due to their class, race, ethnicity, gender, sexual orientation, religion, citizenship, and level of ability. We will explore contemporary American Studies concerns like racial and class formation, the production of space and place, the consumption and circulation of culture, and transnational histories.

Sophomore Priority

Waitlist for Juniors and Seniors: AMST 115.WL0 (Synonym 64043)

Rafe Jones

Inverse functions, integration by parts, improper integrals, modeling with differential equations, vectors, calculus of functions of two independent variables including directional derivatives and double integrals, Lagrange multipliers.

Prerequisite: Mathematics 101, 111, score of 4 or 5 on Calculus AB Exam or placement via a Carleton placement exam. Not open to students who have received credit for Mathematics 211 or have a score of 4 or 5 on the AP Calculus BC exam

Steve T Scheirer

Linear algebra centers on the study of highly structured functions called linear transformations. Given the abundance of nonlinear functions in mathematics, it may come as a surprise that restricting to linear ones opens the door to a rich and powerful theory that finds applications throughout mathematics, statistics, computer science, and the natural and social sciences. Linear transformations are everywhere, once we know what to look for. They appear in calculus as the functions that are used to define lines and planes in Euclidean space. In fact, differentiation is also a linear transformation that takes one function to another. The course focuses on developing geometric intuition as well as computational matrix methods. Topics include kernel and image of a linear transformation, vector spaces, determinants, eigenvectors and eigenvalues. 

Prerequisite: Mathematics 120 or Mathematics 211

Claudio Gomez-Gonzales

Prerequisite: Mathematics 232 and either Mathematics 210 or Mathematics 211

Sophomore Priority

Waitlist for Juniors and Seniors: MATH 236.WL1 (Synonym 64934)

Caroline Turnage-Butterbaugh

An introduction to the techniques and principles of analytic number theory. Topics covered include arithmetical functions, Dirichlet multiplication, averages of arithmetical functions, elementary theorems on the distribution of the primes, and Dirichlet's theorem on primes in arithmetic progressions. 

Prerequisite: Mathematics 282 (formerly MATH 312) or Mathematics 342