A Convergence lecture series event presented by:
Trailblazer who discovered first-of-its-kind geometric pattern reveals the beauty that resides where math meets art.
Learn how small gadgets, fitting together by local interactions, can give rise to fantastic complexity.
Join National Museum of Mathematics Outreach Mathematician Chaim Goodman-Strauss for a deep dive into the surprising beauty and complexity of tiling puzzles.
Goodman-Strauss is a pioneer in the study of aperiodic tilings, or designs that repeat specific shapes to cover a surface with no gaps or overlap while lacking the simple repetition of a normal pattern. Known for his mesmerizing graphics and 3D sculptures, Goodman-Strauss's work lies at the intersection of art and mathematics.
He draws on this expertise to lead audiences through hands-on exploration that allows
them to experience math not just as abstract theory, but as an active creative process.
In this presentation, he will introduce attendees to the world of aperiodic tilings and beyond, showing how simple shapes and rules can generate extraordinary patterns with implications across mathematics and science.
This lecture will include real-world examples, live exploration, and a Q&A session.
RSVP
Melding math and artistry
Chaim Goodman-Strauss, PhD
Goodman-Strauss is an award-winning math educator and sculptor known for making mathematics accessible and engaging through research, art and public programs.
As Outreach Mathematician at the National Museum of Mathematics, he designs talks, festivals, and creative experiences that connect people of all ages to the wonder of mathematics. A former professor at the University of Arkansas, he co-authored The Symmetries of Things and co-discovered the groundbreaking “hat tile.”
The mathematical sculptures and graphics he produces have been featured in festivals and museum collections across the world. Additionally, Goodman-Strauss founded The Math Factor podcast to spark curiosity about the playfulness and beauty of math.
Convergence:
Mathematical thinking for curious minds
The Convergence lecture series welcomes curious minds of all kinds to explore the wide world of mathematical thinking. Whether you're a math fan or just math-curious, there's something here for everyone. Each talk offers a fresh perspective — whether it’s diving into real-world applications, unpacking abstract concepts, or just having fun with fascinating patterns, puzzles, and problems. You don’t need to be a math expert — just come ready to think, laugh, and learn.
The series is offered by Stony Brook University’s Institute for Creative Problem Solving in collaboration with the National Museum of Mathematics (MoMath) and Brookhaven National Laboratory.
