ENROLL

Mark T Kanazawa

This course is an introduction to the statistical methods used by economists to test hypotheses and to study and quantify economic relationships. The course emphasizes both econometric theory and practical application through analysis of economic data sets using statistical software. Prior experience with R is strongly encouraged. Topics include two-variable and multiple regression, interval estimation and hypothesis testing, discrete and continuous structural change, parameter restrictions, model construction, experimental design, issues of functional specification, model overfitting and underfitting, heteroscedasticity, autocorrelation, and multicollinearity.

Prerequisite: Economics 110 and 111, Mathematics 111 and either Statistics 120 (formerly Mathematics 215) or Statistics 250 (formerly Mathematics 275) or instructor consent

Candace I Moore

This course introduces students to foundational interdisciplinary works in sexuality and gender studies, while focusing on the construction of lesbian, gay, bisexual, transgender, and queer identities in the United States. In exploring sexual and gender diversity throughout the term, this seminar highlights the complexity and variability of experiences of desire, identification, embodiment, self-definition, and community-building across different historical periods, and in relation to intersections of race, class, ethnicity, and other identities.

Deanna B Haunsperger

An introduction to the central ideas of calculus with review and practice of those skills needed for the continued study of calculus. Problem solving strategies will be emphasized. In addition to regular MWF class time, students will be expected to attend two problem-solving sessions each week, one on Monday or Tuesday, and one on Wednesday or Thursday.  Details will be provided on the first day of class.

Prerequisite: Not open to students who have received credit for Mathematics 111.

Extra Time Required, Tuesday and Thursday TA group meetings required

Kate J Meyer

Prerequisite: Mathematics 232 or instructor permission

Caroline L Turnage-Butterbaugh

A first course in number number theory, covering properties of the integers. Topics include the Euclidean algorithm, prime factorization, Diophantine equations, congruences, divisibility, Euler’s phi function and other multiplicative functions, primitive roots, and quadratic reciprocity. Along the way we will encounter and explore several famous unsolved problems in number theory. If time permits, we may discuss further topics, including integers as sums of squares, continued fractions, distribution of primes, Mersenne primes, the RSA cryptosystem.

Prerequisite: Mathematics 236 or instructor permission

Formerly Math 312

Rob C Thompson

Prerequisite: Mathematics 236 or permission of the instructor.