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9th Bologna Workshop on CFT and Integrable Models

15–18 Sept 2014
Dept. of Physics and Astronomy
Europe/Rome timezone

conformal@bo.infn.it

Session

Tuesday morning

Tue-am
16 Sept 2014, 09:00
Aula Magna (Dept. of Physics and Astronomy)

Aula Magna

Dept. of Physics and Astronomy

A. Righi Building Via Irnerio 46, 40126 Bologna (Italy)

Conveners

Tuesday morning

  • Paul Pearce (University of Melbourne)

Presentation materials

There are no materials yet.

  1. 36. QCD Pomeron and AdS/CFT Integrability
    Dr Nikolay Gromov (KCL)
    16/09/2014, 09:00
    Plenary Talk
  2. 32. Q-functions and classical affine Toda Field Theories
    Dr Panagiota Adamopoulou (University of Kent)
    16/09/2014, 10:00
    Talk
    We discuss a connection between classical (1+1)-dimensional A_{n}^{(1)} affine Toda field theories (ATFTs) and Bethe Ansatz systems. We show that the connection coefficients for specific solutions of the associated linear problem for the classical ATFTs satisfy certain functional relations. This way we enlarge the so-called ODE/IM correspondence. Based on: P. Adamopoulou, C. Dunning 2014...
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  3. 11. The Quantum Spectral Curve of the ABJM theory
    Roberto Tateo (TO)
    16/09/2014, 11:00
    Plenary Talk
    The discovery of integrability in the planar limit of AdS/CFT has triggered a renewed interest toward the study of finite-size corrections of exactly solvable systems. In this talk, I will present a very recent idea which has made possible the reduction of the complicated Thermodynamic Bethe Ansatz equations for the anomalous dimensions of composite operators in $AdS_5/CFT_4$ and in...
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  4. 21. Form factor approach to correlation functions in massless quantum integrable models
    Prof. Nikolai Kitanine (Université de Bourgogne)
    16/09/2014, 12:00
    Talk
    We study the asymptotic behaviour of the dynamical correlation functions of massless quantum integrable models. We develop an approach based on the summation of the appropriate (critical) form factors. We show that this approach gives rise to a number of new hypergeometric identities. These identities lead to the leading terms of the asymptotics for the two-point and multi-point correlation...
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