Math

Wormhole-like dynamics

Theoretical physicists Vijay Balasubramanian and Jonathan Heckman of the School of Arts & Sciences speak with Penn Today to explain the implications of new research claiming to have observed wormhole-like teleportation on a quantum computer.

Nathi Magubane , Nathi Magubane



In the News


Quanta Magazine

The new math of wrinkling

Eleni Katifori of the School of Arts & Sciences is credited for her work simulating wrinkle patterns, which were crucial to an overall theory of geometric wrinkle prediction.

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New Scientist

Researchers have worked out the rules for how some things wrinkle

Eleni Katifori of the School of Arts & Sciences and colleagues used simulations of curving plastic pieces to predict the formation of wrinkling patterns.

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CBS Philadelphia

Mega Millions jackpot reaches $1.2 billion

Dennis Deturck of the School of Arts & Sciences estimates the odds of winning the lottery, contrasting it with increasingly more unlikely occurrences.

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Quanta Magazine

Mathematicians prove 2D version of quantum gravity really works

Xin Sun of the School of Arts & Sciences spoke about new research at the intersection of physics, philosophy, and math. “This is a masterpiece in mathematical physics,” he said.

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Quanta Magazine

How mathematicians use homology to make sense of topology

Robert Ghrist of the School of Arts & Sciences spoke about homology, which uses algebra to identify holes in a particular topological shape. “There’s a real impetus to have methods that are robust and that are pulling out qualitative features,” he said.

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Wired

Why are lines at polling places so long? Math

Stephen Pettigrew of the School of Arts & Sciences explained why the voting process can take longer than expected. “The steps in the system in most states are: You have a check-in step where they verify your voter registration status, and then there’s the step of actually voting. Lines out the door can be a consequence of bottlenecks at any of those steps,” he said.

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