UCOR Section Descriptions

Course Description

Why are we so fascinated by dystopias? Is utopia a pipe dream? Dangerous? Necessary? Something else entirely? From Thomas More to the Seattle World's Fair, from universal design to Black Mirror and beyond, we will use the frame of topias to explore the rhetorical landscape of the past and future. Students will read, write, and conduct research related to their own -topian interests throughout the course.

Course Description

An introduction to mathematical ideas used in the modern world, with an emphasis on quantitative methods applied to life experiences and on developing problem-solving and critical thinking skills. Topics include graphing, exponential growth, financial mathematics, probability, and statistics. Additional topics may include voting theory, graph theory, Fibonacci numbers, geometry, or other mathematical concepts and applications.

Course Description

An introduction to mathematical ideas used in the modern world, with an emphasis on quantitative methods applied to life experiences and on developing problem-solving and critical thinking skills. Topics include graphing, exponential growth, financial mathematics, probability, and statistics. Additional topics may include voting theory, graph theory, Fibonacci numbers, geometry, or other mathematical concepts and applications.

Course Description

This course provides an introduction to the mathematical ideas behind epidemic modeling and prediction with a focus on logical thinking and epidemic simulation. Topics covered include graph theory (used to represent the spread of a disease in a group), compartmental models, as well as probability and statistics. Computer laboratory sections will provide hands-on experience with building mathematical models to help determine various health policies and resource allocation.

Course Description

An introduction to mathematical ideas used in the modern world, with an emphasis on quantitative methods applied to life experiences and on developing problem-solving and critical thinking skills. Topics include graphing, exponential growth, financial mathematics, probability, and statistics. Additional topics may include voting theory, graph theory, Fibonacci numbers, geometry, or other mathematical concepts and applications.

Course Description

An introduction to mathematical ideas used in the modern world, with an emphasis on quantitative methods applied to life experiences and on developing problem-solving and critical thinking skills. Topics include graphing, exponential growth, financial mathematics, probability, and statistics. Additional topics may include voting theory, graph theory, Fibonacci numbers, geometry, or other mathematical concepts and applications.

Course Description

An introduction to mathematical ideas, emphasizing a multicultural, or global, perspective to studying quantitative methods, logical thinking, and algorithmic processes.

Course Description

An introduction to mathematical ideas used in the modern world, with an emphasis on quantitative methods applied to life experiences and on developing problem-solving and critical thinking skills. Topics include graphing, exponential growth, financial mathematics, probability, and statistics. Additional topics may include voting theory, graph theory, Fibonacci numbers, geometry, or other mathematical concepts and applications.

Course Description

An introduction to mathematical ideas used in the modern world, with an emphasis on quantitative methods applied to life experiences and on developing problem-solving and critical thinking skills. Topics include graphing, exponential growth, financial mathematics, probability, and statistics. Additional topics may include voting theory, graph theory, Fibonacci numbers, geometry, or other mathematical concepts and applications.

Course Description

An introduction to mathematical ideas used in the modern world, with an emphasis on quantitative methods applied to life experiences and on developing problem-solving and critical thinking skills. Topics include graphing, exponential growth, financial mathematics, probability, and statistics. Additional topics may include voting theory, graph theory, Fibonacci numbers, geometry, or other mathematical concepts and applications.