Division of Science

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Department of Mathematics
The City College of New York
160 Convent Avenue
New York, NY 10031

Phone: (212) 650-5346
Fax: (212) 650-6294
math@ccny.cuny.edu

Welcome!

A City College graduate, and later Mathematics Professor, Jesse Douglas, was a recipient of the first Fields Medal in Mathematics -- regarded by the profession as the equivalent of the Nobel prize. Nobel laureates Herbert Hauptman in chemistry, Kenneth Arrow and most recently Robert Aumann (2005) in economics, were former City College math majors who received their Nobel prizes for highly mathematical work.

Indeed, dozens of our graduates, having received a rigorous and inspiring education from the College, have achieved recognition as world leaders in all fields touched by mathematics. Hundreds of others have become mathematics educators, business executives, and respected faculty in colleges and universities throughout the country.

We invite you to share in this magnificent tradition. Whether you are just beginning college-level mathematics, or are interested in graduate study, or are somewhere in between, you will find in our Department the instruction you need. We offer a wide selection of introductory and advanced courses, taught by an outstanding group of dedicated faculty, many of whom are internationally renowned mathematicians. Browse through our site to learn what we have to offer and how we can use our talents to help you develop yours.

2019 Rich Summer Internship and RAMMP at CCNY!

Image of 2019 Rich Summer Internship students and RAMMP Students at CCNY.


Meet the Platonic Solids: Dodecahedron

From http://commons.wikimedia.org/wiki/Main_Page

The Platonic solids have been known since antiquity, and they play a prominent role in Plato's description of the physical world. The planar faces of each solid are identical polygons. Only equilateral triangles, squares and regular pentagons appear.

Although the platonic solids seem to be purely geometric objects, they embody a number of deep algebraic features. Their symmetries, for example, relate to the solution of polynomial equations of low degree.

If you would like to learn more about Platonic solids, you can start here.