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Durham University

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Staff Profile

Balt van Rees, PhD University of Amsterdam

Personal web page

Associate Professor, Theoretical Particle Physics in the Department of Mathematical Sciences
Associate Professor in the Centre for Particle Theory

(email at balt.van-rees@durham.ac.uk)

Research Groups

Department of Mathematical Sciences

  • Mathematical & Theoretical Physics
  • Mathematical & Theoretical Physics: Quantum Field Theory

Research Interests

  • String Theory

Selected Publications

Journal Article

  • Homrich, Alexandre, Penedones, João, Toledo, Jonathan, van Rees, Balt C. & Vieira, Pedro (2019). The S-matrix bootstrap IV: multiple amplitudes. Journal of High Energy Physics 2019(11): 76.
  • Paulos, Miguel F., Penedones, Joao, Toledo, Jonathan, van Rees, Balt C. & Vieira, Pedro (2019). The S-matrix bootstrap. Part III: higher dimensional amplitudes. Journal of High Energy Physics 2019(12): 40.
  • Hogervorst, Matthijs & van Rees, Balt C. (2017). Crossing symmetry in alpha space. Journal of High Energy Physics 2017(11): 193.
  • Beem, Christopher, Rastelli, Leonardo & van Rees, Balt C. (2017). More N = 4 superconformal bootstrap. Physical Review D 96(4): 046014.
  • Paulos, Miguel F., Penedones, Joao, Toledo, Jonathan, van Rees, Balt C. & Vieira, Pedro (2017). The S-matrix Bootstrap II: Two Dimensional Amplitudes. Journal of High Energy Physics 2017(11): 143.
  • Paulos, Miguel F., Penedones, Joao, Toledo, Jonathan, van Rees, Balt C. & Vieira, Pedro (2017). The S-matrix bootstrap. Part I: QFT in AdS. Journal of High Energy Physics 2017(11): 133.
  • Paulos, M.F., Rychkov, S., van Rees, B.C. & Zan, B. (2016). Conformal invariance in the long-range Ising model. Nuclear Physics B 902 : 246-291.
  • Beem, Christopher, Lemos, Madalena, Rastelli, Leonardo & van Rees, Balt C. (2016). The (2, 0) superconformal bootstrap. Physical Review D 93(2): 025016.
  • Beem, C., Lemos, M., Liendo, P., Rastelli, L. & van Rees, B.C. (2016). The N=2 superconformal bootstrap. Journal of High Energy Physics 2016(3): 183.
  • Hogevorst, M., Rychkov, S. & van Rees, B.C. (2016). Unitarity violation at the Wilson-Fisher fixed point in 4-epsilon dimensions. Physical Review D 93(12): 125025.
  • Beem, Christopher, Peelaers, Wolfger, Rastelli, Leonardo & van Rees, Balt C. (2015). Chiral algebras of class S. Journal of High Energy Physics 2015(05): 020.
  • Beem, Christopher, Lemos, Madalena, Liendo, Pedro, Peelaers, Wolfger, Rastelli, Leonardo & van Rees, Balt C. (2015). Infinite Chiral Symmetry in Four Dimensions. Communications in Mathematical Physics 336(3): 1359-1433.
  • Hogevorst, M., Rychkov, S. & van Rees, B.C. (2015). Truncated conformal space approach in d dimensions: A cheap alternative to lattice field theory? Physical Review D 91(2): 025005.
  • Beem, Christopher, Rastelli, Leonardo & van Rees, Balt C. (2015). W symmetry in six dimensions. Journal of High Energy Physics 2015(05): 017.
  • Beem, Christopher, Rastelli, Leonardo, Sen, Ashoke & van Rees, Balt C. (2014). Resummation and S-duality in N = 4 SYM. Journal of High Energy Physics 2014(04): 122.
  • Beem, Christopher, Rastelli, Leonardo & van Rees, Balt C. (2013). N=4Superconformal Bootstrap. Physical Review Letters 111(7): 071601.
  • Liendo, Pedro, Rastelli, Leonardo & van Rees, Balt C. (2013). The bootstrap program for boundary CFTd. Journal of High Energy Physics 2013(07): 113.
  • van Rees, Balt C. (2012). Correlation functions for Schrodinger backgrounds.
  • Fitzpatrick, A. Liam, Kaplan, Jared, Penedones, Joao, Raju, Suvrat & van Rees, Balt C. (2011). A natural language for AdS/CFT correlators. Journal of High Energy Physics 2011(11): 095.
  • van Rees, Balt C. (2011). Holographic renormalization for irrelevant operators and multi-trace counterterms. Journal of High Energy Physics 08: 093.
  • Skenderis, Kostas & van Rees, Balt C. (2011). Holography and wormholes in 2+1 dimensions. Commun. Math. Phys 301: 583-626.
  • Guica, Monica, Skenderis, Kostas, Taylor, Marika & van Rees, Balt C. (2011). Holography for Schrodinger backgrounds. JHEP 02: 056.
  • van Rees, Balt C. (2011). Irrelevant deformations and the holographic Callan-Symanzik equation. JHEP 10: 067.
  • Bobev, Nikolay & van Rees, Balt C. (2011). Schrodinger Deformations of $AdS_3 x S^3$. JHEP 08: 062.
  • Skenderis, Kostas, Taylor, Marika & van Rees, Balt C. (2009). AdS boundary conditions and the Topologically Massive Gravity/CFT correspondence. AIP Conference Proceedings 1196(1): 266.
  • van Rees, Balt C. (2009). Real-time gauge/gravity duality and ingoing boundary conditions. Nucl. Phys. Proc. Suppl 192-193: 193-196.
  • Skenderis, Kostas & van Rees, Balt C. (2009). Real-time gauge/gravity duality: Prescription, Renormalization and Examples. JHEP 05: 085.
  • Skenderis, Kostas, Taylor, Marika & van Rees, Balt C. (2009). Topologically Massive Gravity and the AdS/CFT Correspondence. JHEP 09: 045.
  • Skenderis, Kostas & van Rees, Balt C. (2008). Real-time gauge/gravity duality. Phys. Rev. Lett 101: 081601.

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