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Holography
The group studies holography as a bridge between quantum field theory and gravity, particularly through the AdS/CFT correspondence. Research focuses on understanding how spacetime, black holes, and gravitational dynamics emerge from underlying quantum systems, while exploring deep connections between entanglement, quantum information, strongly coupled field theories, and quantum gravity.
1. Improvements to the Froissart bound from AdS/CFT : Inspire-HEP | Google Scholar
2. Entropy functionals and c-theorems from the second law : Inspire-HEP | Google Scholar
3. A Strongly Coupled Anisotropic Fluid From Dilaton Driven Holography : Inspire-HEP | Google Scholar
4. Holographic stress tensor at finite coupling : Inspire-HEP | Google Scholar
5. Nonlinear constraints on gravity from entanglement : Inspire-HEP | Google Scholar
6. Constraining gravity using entanglement in AdS/CFT : Inspire-HEP | Google Scholar
7. On generalized gravitational entropy, squashed cones and holography : Inspire-HEP | Google Scholar
8. Entanglement entropy in higher derivative holography : Inspire-HEP | Google Scholar
9. Entanglement entropy from surface terms in general relativity : Inspire-HEP | Google Scholar
10. Entanglement entropy from the holographic stress tensor : Inspire-HEP | Google Scholar
11. On c-theorems in arbitrary dimensions : Inspire-HEP | Google Scholar
12. Quantum corrections to screening at strong coupling : Inspire-HEP | Google Scholar
13. Counterterms, critical gravity and holography : Inspire-HEP | Google Scholar
14. New Massive Gravity and AdS4 counterterms : Inspire-HEP | Google Scholar
15. Cavitation in holographic sQGP : Inspire-HEP | Google Scholar
16. AdS/CFT and sQGP : Inspire-HEP | Google Scholar
17. Holographic c-theorems in arbitrary dimensions : Inspire-HEP | Google Scholar
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