Investigations in Theoretical and Experimental Physics (CLOSED)

Level: Open to students entering grades 11 or 12 or freshman year of college in fall 2016.
Session: I, June 27–July 15, 2016
Days & Time: Monday-Friday, 10:00 a.m.–12:15 p.m. and 1:30–4:00 p.m.
Status: Closed
Teacher(s): Timothy Halpin-Healy and staff

A year of physics required, as well as some familiarity with basic derivatives and  integrals; most importantly, a desire to see more advanced mathematics in action.

Related Courses:

Students interested in this course might also be interested in Introduction to Materials Science and Nanotechnology or Astronomy and Astrophysics.

“[I gained] a much deeper understanding of optics and light and a knowledge of complex mathematical concepts and how they relate to physics.” — Sasha Nanda, 2015

Course Description

In this course, students join members of Columbia's Physics Department for discussions of contemporary physical theories and for work on experiments in the University laboratories.

Morning lectures introduce students to the fundamentals of classical mechanics, waves, electromagnetism, quantum mechanics, relativity, and nuclear and elementary particle physics. New mathematical concepts are presented in detail. Afternoon laboratory work focuses on experiments and computer simulations in both classical and modern physics. Several tours of Columbia's research laboratories are scheduled.

Please note that there is a significant overlap between the content of this class and Mathematical Boot Camp for Budding String Theorists; it is not recommended that students take both.


Timothy Halpin-Healy

Tim Halpin-Healy received his doctorate in physics from Harvard University in 1987, following an A.B. from Princeton University in 1981. He’s been a research fellow at the Isaac Newton Institute for Mathematical Sciences; Cambridge University, England; as well as the Departement de Physique, Ecole Normale Superieure, Paris. He is currently Ann Whitney Olin Professor of Physics at Barnard College, Columbia University. His scientific research concerns the dynamics of complexity, where the competing effects of order and disorder delicately balance, producing some of nature’s most beautiful pattern formation phenomena. The technical tools of his trade involve quantum field theory, the renormalization group, fractals and chaos.

Specific course information, such as hours and instructors, are subject to change at the discretion of the University.