Ramsey Theory:
from the happy-ending theorem to Graham’s number

Thursdays at 6:30 pm ET (New York)
May 13, May 20, and June 3

Appropriate for ages 14 and up

 

In honor of Ronald Graham, who passed away last summer, Paul Zeitz presents a three-part mini-course that explores Ramsey Theory, the study of order within randomness — and the mathematical glue of the long friendship between Graham and the eccentric genius Paul Erdős.

While registration for standalone sessions is allowed and catch-up notes will be provided, attending all three sessions is strongly encouraged for the best possible experience.  Note that no refunds will be offered.

Register for all 3 sessions at a discount
(strongly encouraged)

“The Pigeonhole Principle on Steroids”
Thursday, May 13

Ramsey numbers, Erdős’s aliens, and the happy-ending theorem.  Click here to register for this individual session.

“Coloring Infinite Combs”
Thursday, May 20
Van der Waerden’s theorem and beyond.  Click here to register for this individual session.

“Absurdly Extravagant Upper Bounds, and the wizards who shrink them”
Thursday, June 3
Learn about absurdly extravagant upper bounds and the wizards who shrink them: Ackermann, Graham, Shelah, and others.  Click here to register for this individual session.

These are live-streamed events.  Occasional video recordings are made available for a fee at videos.momath.org.