CORDIS Project
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This project aims to develop a mathematical framework for studying topologically ordered phases, which are crucial for robust quantum computing. It focuses on classifying these phases using operator algebraic methods to enhance understanding of their stability and boundary theories.
Topologically ordered phases are a new state of matter, discovered only around the late '80s.
In recent years interest in such states has sparked, one of the reasons being applications to topological quantum computing: the topological properties make the state robust against perturbations, making them ideal components in an environment where (thermal or other) noise is one's biggest enemy.
By now there is a plethora of examples of topologically ordered states, whose only unifying feature seems t…
RHEINISCH-WESTFAELISCHE TECHNISCHE HOCHSCHULE AACHEN
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LOS ANGELES UCLA SANTA BARBARA UCSB DAVIS UCD RIVERSIDE UCR SAN DIEGO UCSD SANTA CRUZ UCSC IRVIN
United States, Berkeley
Type: University / higher education
Activity type: Higher or Secondary Education Establishments
SME: No
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