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math-ph2025
An equivalence in random matrix and tensor models via a dually weighted intermediate field representation
Juan Abranches, Alicia Castro, Reiko Toriumi
We present novel equivalences in random matrix and tensor models between complex and self-adjoint theories with nontrivial quadratic terms in the action, established through an int…
math-ph2023
Classification of higher grade graphs for multi-matrix models
Rémi Cocou Avohou, Reiko Toriumi, Matthias Vancraeynest
The authors studied in [Ann. Inst. Henri Poincaré D 9, 367-433, (2022)], a complex multi-matrix model with symmetry, and whose double scaling…
math-ph2023
Dually weighted multi-matrix models as a path to causal gravity-matter systems
Juan L. A. Abranches, Antonio D. Pereira, Reiko Toriumi
We introduce a dually-weighted multi-matrix model that for a suitable choice of weights reproduce two-dimensional Causal Dynamical Triangulations (CDT) coupled to the Ising model.…