Publications

  1. & Partition function of N = 2 ∗ $$ \mathcal{N}={2}^{\ast } $$ SYM on a large four-sphere. Journal of High Energy Physics 2015(12)
  2. & Beta function of k deformed AdS5 × S 5 string theory. Journal of High Energy Physics 2015(11)
  3. & Beta function of k deformed AdS5 × S 5 string theory. Journal of High Energy Physics 2015(11)
  4. & An integrable deformation of the AdS5×S5superstring. Journal of Physics A: Mathematical and Theoretical 47(49), 495402
  5. & Integrable deformations of strings on symmetric spaces. Journal of High Energy Physics 2014(11)

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Teaching

  • PH-302 Quantum Mechanics II

    Students will deepen their study of Quantum Mechanics by learning the general formalism. Students will be challenged by the strange and puzzling aspects of the theory. Students will learn various approximation techniques for solving complicated systems.

  • PH-321 General Relativity

    The objective of this module is to educate students in the General Theory of Relativity in a way that introduces just enough of the mathematical tools required, namely pseudo Riemannian geometry, so that many applications of the theory can be considered. Students will learn about curved geometries mainly through simple examples and by taking the point of view of a freely falling observer. Applications will include: a discussion of the classic test of general relativity involving planetary motion and bending of light; the strange geometry of black-holes, wormholes and warp drive space-times. Finally students will learn how general relativity determines the dynamics of the whole universe.

Supervision

  • Untitled (current)

    Student name:
    PhD
    Other supervisor: Professor Maurizio Piai
  • Ligh propagation in a curved space-time (current)

    Student name:
    PhD
    Other supervisor: Professor Graham Shore
  • Entanglement in Quantum Field Theory and Confinement in the Gauge/Gravity Correspondence (current)

    Student name:
    PhD
    Other supervisor: Professor Prem Kumar
  • Integrability on the String World Sheet . The project will investigate the gauge-gravity correspondence from a world-sheet perspective. The goal will be to see to what extent the constraint of integrability allows us to build consistent string theories in new space time geometries, and ultimately new dual conformal field theories. (current)

    Student name:
    PhD
    Other supervisor: Professor Carlos Nunez
  • Integrable Quantum Field Theories with Solitons (awarded 2016)

    Student name:
    MSc
    Other supervisor: Professor Maurizio Piai
  • 'Aspects of Gauge-String Duality in SUSY and non-SUSY systems' (awarded 2014)

    Student name:
    PhD
    Other supervisor: Professor Carlos Nunez
  • Quantum Propagation and Initial Value Problems in Curved Space (awarded 2012)

    Student name:
    PhD
    Other supervisor: Professor Carlos Nunez
  • On the Phases of Strongly Coupled Gauge Theories from Holography (awarded 2011)

    Student name:
    PhD
    Other supervisor: Professor Prem Kumar
  • D-brane sources in supergravity and gauge/string duality at finite temperature (awarded 2010)

    Student name:
    PhD
    Other supervisor: Professor Carlos Nunez
  • The Klebanov Polyakov Correspondence on a Squashed Three Sphere and Wilson Loops in Non-relativistic AdS/CFT (awarded 2010)

    Student name:
    PhD
    Other supervisor: Professor Prem Kumar
  • Untitled (awarded 2009)

    Student name:
    PhD
    Other supervisor: Professor Adi Armoni
  • Aspects of Effective Potentials in Gauge Theories (awarded 2008)

    Student name:
    PhD
    Other supervisor: Professor Adi Armoni