Recent Submissions

  • What can abelian gauge theories teach us about kinematic algebras? 

    Armstrong-Williams, K; Nagy, S; White, CD; Wikeley, S (2024-08-01)
    The phenomenon of BCJ duality implies that gauge theories possess an abstract kinematic algebra, mirroring the non-abelian Lie algebra underlying the colour information. Although the nature of the kinematic algebra is known ...
  • Clustering cluster algebras with clusters 

    Cheung, MW; Dechant, PP; He, YH; Heyes, E; Hirst, E; Li, JR (2023-01-01)
    Classification of cluster variables in cluster algebras (in particular, Grassmannian cluster algebras) is an important problem, which has direct applications to computations of scattering amplitudes in physics. In this ...
  • Mahler measuring the genetic code of amoebae 

    Chen, S; He, YH; Hirst, E; Nestor, A; Zahabi, A (2023-01-01)
    Amoebae from tropical geometry and the Mahler measure from number theory play important roles in quiver gauge theories and dimer models. Their dependencies on the coefficients of the Newton polynomial closely resemble each ...
  • Calabi–Yau links and machine learning 

    Hirst, E (World Scientific Publishing, 2024-06)
    Calabi–Yau links are specific S 1 -fibrations over Calabi–Yau manifolds, when the link is 7-dimensional they exhibit both Sasakian and G2 structures. In this invited contribution to the DANGER proceedings, previous ...
  • Spinning binary dynamics in cubic effective field theories of gravity 

    Brandhuber, A; Brown, GR; Pichini, P; Travaglini, G; Matasan, PV (2024-08-22)
    We study the binary dynamics of two Kerr black holes with arbitrary spin vectors in the presence of parity-even and parity-odd cubic deformations of gravity. We first derive the tree-level Compton amplitudes for a Kerr ...
  • Exact results for giant graviton four-point correlators 

    Brown, A; Galvagno, F; Wen, C (Springer Nature, 2024-07-05)
    We study the four-point correlator O2O2DD in N = 4 super Yang-Mills theory (SYM) with SU(N) gauge group, where O2 represents the superconformal primary operator with dimension two, while D denotes a determinant operator ...
  • Relations between integrated correlators in N = 4 supersymmetric Yang-Mills theory 

    Alday, LF; Chester, SM; Dorigoni, D; Green, MB; Wen, C (Springer Nature, 2024-05-06)
    Integrated correlation functions in N = 4 supersymmetric Yang-Mills theory with gauge group SU(N) can be expressed in terms of the localised S4 partition function, ZN, deformed by a mass m. Two such cases are CN=Imτ2∂τ∂τ ...
  • Permutation invariant Gaussian matrix models for financial correlation matrices 

    Barnes, G; Ramgoolam, S; Stephanou, M (Elsevier, 2024-08-08)
    We construct an ensemble of correlation matrices from high-frequency foreign exchange market data, with one matrix for every day for 446 days. The matrices are symmetric and have vanishing diagonal elements after subtracting ...
  • On the anomaly interpretation of amplitudes in self-dual Yang-Mills and gravity 

    Doran, G; Monteiro, R; Wikeley, S (Springer, 2024-07-16)
    We investigate the integrability anomalies arising in the self-dual sectors of gravity and Yang-Mills theory, focusing on their connection to both the chiral anomaly and the trace anomaly. The anomalies in the self-dual ...
  • The uncertainty principle and classical amplitudes 

    Cristofoli, A; Gonzo, R; Moynihan, N; O’Connell, D; Ross, A; Sergola, M; White, CD (Springer Nature, 2024-06-26)
    We study the variance in the measurement of observables during scattering events, as computed using amplitudes. The classical regime, characterised by negligible uncertainty, emerges as a consequence of an infinite set of ...
  • No U(1) ‘electric-magnetic’ duality in Einstein gravity 

    Monteiro, R (Springer Nature, 2024-04-17)
    We revisit the question of whether classical general relativity obeys, beyond the linearised order, an analogue of the global U(1) electric-magnetic duality of Maxwell theory, with the Riemann tensor playing the role ...
  • Machine Learning Clifford Invariants of ADE Coxeter Elements 

    Chen, S; Dechant, P-P; He, Y-H; Heyes, E; Hirst, E; Riabchenko, D (Springer Nature, 2024-07)
  • The Inverse of Exact Renormalization Group Flows as Statistical Inference 

    Berman, DS; Klinger, MS (MDPI, 2024-04-30)
    We build on the view of the Exact Renormalization Group (ERG) as an instantiation of Optimal Transport described by a functional convection–diffusion equation. We provide a new information-theoretic perspective for ...
  • Next-to-soft radiation from a different angle 

    Van Beekveld, M; Danish, A; Laenen, E; Pal, S; Tripathi, A; White, CD (American Physical Society, 2024-04-08)
    Soft and collinear radiation in collider processes can be described in a universal way, that is independent of the underlying process. Recent years have seen a number of approaches for probing whether radiation beyond the ...
  • The cosmological tree theorem 

    Salcedo, SA; Melville, S (Springer, 2023-12-12)
    A number of diagrammatic “cutting rules” have recently been developed for the wavefunction of the Universe which determines cosmological correlation functions. These leverage perturbative unitarity to relate particular ...
  • Positivity and the electroweak hierarchy 

    Davighi, J; Melville, S; Mimasu, K; You, T (American Physical Society, 2024-02-21)
    We point out that an unnatural hierarchy between certain higher-dimensional operator coefficients in a low-energy effective field theory (EFT) would automatically imply that the Higgs' vacuum expectation value is hierarchically ...
  • Kinematic Hopf algebra for amplitudes from higher-derivative operators 

    Chen, G; Rodina, L; Wen, C (2024-02-01)
    Recently it has been shown that Bern-Carrasco-Johansson (BCJ) numerators of colour-kinematic duality for tree-level scattering amplitudes in Yang-Mills theory (coupled with scalars) can be determined using a quasi-shuffle ...
  • Integrated Correlators in N=4 Supersymmetric Yang-Mills Theory beyond Localization. 

    Brown, A; Heslop, P; Wen, C; Xie, H (2024-03-08)
    We study integrated correlators of four superconformal primaries O_{p} with arbitrary charges p in N=4 super Yang-Mills theory. The ⟨O_{2}O_{2}O_{p}O_{p}⟩ integrated correlators can be computed by supersymmetric localization, ...
  • Theory of melting lines 

    Trachenko, K

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