Wei Zhang (MIT) will give Fall 2017 Monroe H. Martin Lectures.

The Johns Hopkins University-University of Maryland Algebra and Number Theory Day is a day-long meeting held once each semester, with speakers in algebra, number theory, algebraic geometry, representation theory, and algebraic topology. The Fall 2017 Algebra and Number Theory Day will be held on Saturday, November 4, 2017 at the University of Maryland, College Park.

The Baltimore-Washington Metro Area Differential Geometry Seminar is a new joint seminar between the math departments of University of Maryland College Park, Howard University, and Johns Hopkins University. We meet twice a year, alternating between locations, for a day of talks on various topics in geometry. The next meeting will be held at Howard University on October 28, 2017.

Speaker: Daniel Zaharopol Executive Director, Art of Problem Solving Foundation; Director, Bridge to Enter Advanced Mathematics Date/Location: 3-4 pm, October 19, 2017 in Maryland 201 Title: Advanced Mathematical Pathways for Underserved Students Abstract: Those of us in science and math careers had many experiences to help us get here.  From our own independent projects, to a teacher who […]

Richard Melrose (MIT) will give Fall 2017 Kempf Lectures.

Xiaojun Huang will give Spring 2017 Monroe H. Martin Lectures.

HUB article: Two professors in the Johns Hopkins Mathematics Department are among 40 mathematicians across the country chosen for 2017-2018 fellowships by the Simons Foundation.

The Baltimore-Washington Metro Area Differential Geometry Seminar is a new joint seminar between the math departments of University of Maryland College Park, Howard University, and Johns Hopkins University. We meet twice a year, alternating between locations, for a day of talks on various topics in geometry. The next meeting will be held at JHU on April 22, 2017.

The Johns Hopkins-University of Maryland Algebra and Number Theory Day is a day-long meeting held once each semester, featuring speakers on topics in and around the areas of algebra, number theory, algebraic geometry, representation theory, and algebraic topology.