The Department of Mathematics at Drexel University offers an MS and a PhD in Mathematics. Our graduate Math programs rank among the top 100 graduate mathematics programs in the country, according to U ...
As a mathematical economics major at Bucknell, you'll dig past the data in spreadsheets and trend curves to uncover real stories and understand the quantitative models that drive global economic ...
In the summer of 1988, 15 seventh-grade students from across Chicago convened at the University of Chicago campus, forming the inaugural class of the Young Scholars Program, an exploratory mathematics ...
Mathematics is one of the oldest disciplines of study. For all its antiquity, however, it is a modern, rapidly growing field. Only 70 years ago, mathematics might have been said to consist of algebra, ...
Career Connections: The Office of Career Services and Cooperative Education hosts a career fair for students to connect with National Labs and federally-funded Research Centers. Jobs at Industry ...
Our Master of Arts and Master of Science in Mathematics degree programs are for students with a strong undergraduate background in mathematics. We offer both a Master of Arts degree, which typically ...
Mathematical modeling is the process of developing mathematical descriptions, or models, of real-world systems. These models can be linear or nonlinear, discrete or continuous, deterministic or ...
The Center for Women in Mathematics is a place for students to get intensive training in mathematics at the advanced level, and to learn in a community that is fun, friendly and serious about ...
Brandeis University's Department of Mathematics combines the informality and flexibility of a small department with the intellectual vigor of a faculty whose research accomplishments have placed it ...
This page contains a concise overview of the Mathematics BA and BS degree programs, along with links to UB application information, financial aid, the CAS form to change major/minor, plus program ...
We consider stochastic mathematical programs with complementarity constraints in which both the objective and constraints involve limit functions that need to be approximated. Such programs can be ...
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