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Exact Multi-Matrix Correlators
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We argue that restricted Schur polynomials provide a useful parameterization of the complete set of gauge invariant variables of multi-matrix models. The two point functions of restricted Schur polynomials are evaluated exactly in the free field theory limit. They have diagonal two point functions.
Forward citations
Cited by 6 Pith papers
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Overcrowding and the Finite-$N$ Hilbert Space
For d Hermitian N x N matrices, any all-single-trace choice of primary coordinates must miss a trace direction by degree 2 log_d N + log_d log_d N + O(1), parametrically below the first trace identity.
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Critical dimensions and small cycle dominance from all-orders asymptotics of $d$-matrix theory
The weighted partition numbers of d-matrix theory admit an all-orders asymptotic expansion that switches from divergent to convergent at d=13 (bosonic) or 7 (fermionic).
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Superconformal Weight Shifting Operators
Introduces SU(m,m|2n)-covariant weight-shifting operators in the super-Grassmannian formalism to derive all superconformal blocks from half-BPS ones.
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Negative heat capacities in spherically symmetric sectors of $d$-matrix quantum mechanics
SO(d) and O(d) invariant sectors of d-matrix QM show negative microcanonical heat capacity that becomes positive at k_crit ~ N^2/4, forming a caloric fold similar to AdS black holes.
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(Un)solvable Matrix Models for BPS Correlators
Proposes complex matrix models for BPS correlators in N=4 SYM, relating eigenvalue distributions to LLM droplet shapes and enabling computations of one-point functions and three-point correlators via reductions to kno...
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String theory mathematics and matrix data analysis
A proceedings review of the PIGMM programme; no new mathematical or experimental result is introduced.
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