M. B. Green, J. H. Schwarz, E. Witten, Superstring Theory, Ed. Cambridge.
M. Ammon, J. Erdmenger, Gauge/Gravity Duality, Ed. Cambridge.B. Zwiebach, A first course on String Theory, Ed. Cambridge. J. Polchinski, String Theory (vol I and II), Ed. Cambridge.
Learning Objectives
The problem of quantizing gravity. String theory as a possible solution. Corollary: the holographic correspondence between quantum field theories and gravity,
Prerequisites
General relativity and quantum field theory
Teaching Methods
Lectures
Further information
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Type of Assessment
Oral Exam
Course program
Problems with quantization of gravity.
Bosonic string. Ligth-cone quantization. Low energy limit. T-duality.
Superstring theory.
D-branes, effective action and supergravity description.
Anti-de Sitter space. Conformal field theory. Wilson loops.
Maldacena’s conjecture.
Holographic renormalization. Calculation of 2 and 3 point functions, and Wilson loops.
Finite temperature. Hawking-Page phase transition.
Fluid/gravity correspondence: holographic calculation of shear viscosity.
Holographic thermalization.
Entanglement entropy in conformal field theory and holography.
Complexity in quantum information and holography.