Alicia Kollar | College of Computer, Mathematical, and Natural Sciences | University of Maryland

Mathematical graphs, which capture the connections between abstract nodes, are being used in a new way to represent and study quantum error correcting codes. (Credit: A. Kollár/JQI)

Graphs May Prove Key in Search for Holy Grail of Quantum Error Correction

24 Oct 22

Three UMD Faculty Members Receive 2022 Sloan Research Fellowships

15 Feb 22

UMD Leads New $25M NSF Quantum Leap Challenge Institute for Robust Quantum Simulation

02 Sep 21

Alicia Kollar photo

Kollár Receives National Science Foundation CAREER Award

21 Jun 21

On the left is a representation of a grid of heptagons in a hyperbolic space. To fit the uniform hyperbolic grid into “flat” space, the size and shape of the heptagons are distorted. In the appropriate hyperbolic space, each heptagon would have an identical shape and size, instead of getting smaller and more distorted toward the edges. On the right is a circuit that simulates a similar hyperbolic grid by directing microwaves through a maze of zig-zagging superconducting resonators. (Credit: Springer Nature)

Mind and Space Bending Physics on a Convenient Chip

07 Oct 20

University of Maryland Launches Quantum Technology Center

22 Aug 19

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