Research focus
About the research
What mathematical structures reveal how quantum gravity encodes low-energy observables and entanglement?
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The group constructs invariants and leverages dualities to compute correlations and entanglement in quantum field theory and quantum gravity using techniques from conformal and supersymmetric field theory. Researchers develop operator-algebraic and algebraic-geometric methods to study non-perturbative aspects of quantum field theories that lack Lagrangian descriptions. The group applies quantum information concepts and quantum error-correcting structures to analyze holography and gravitational emergence. Work combines lattice gauge theory, string-theory tools and semiclassical gravity to derive rigorous mathematical results about quantum gravity.
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