Pages that link to "Item:Q875827"

The following pages link to On unitary/Hermitian duality in matrix models (Q875827):

Displaying 19 items.

• Proof of the lagrangean formalism of hermitean 1-matrix models to all orders (Q359252) (← links)
• Discrete and oscillatory matrix models in Chern--Simons theory (Q877287) (← links)
• Nonperturbative effects and nonperturbative definitions in matrix models and topological strings (Q905585) (← links)
• The crystal commutor and Drinfeld's unitarized \(R\)-matrix (Q1016569) (← links)
• Factorising the 3D topologically twisted index (Q1691554) (← links)
• Wilson loops in unitary matrix models at finite \(N\) (Q1696236) (← links)
• Loop equation analysis of the circular \(\beta\) ensembles (Q1754960) (← links)
• The Hermitian matrix model and homogeneous spaces (Q1918832) (← links)
• On spin and matrix models in the complex plane (Q1967407) (← links)
• Multiple phases in a generalized Gross-Witten-Wadia matrix model (Q1995108) (← links)
• Multiple phases and meromorphic deformations of unitary matrix models (Q2121288) (← links)
• Perturbation of multi-critical unitary matrix models, double scaling limits, and Argyres-Douglas theories (Q2121312) (← links)
• Unitary matrix with a Penner-like potential also yields \(N_f = 2\) (Q2185543) (← links)
• Sum rules and large deviations for spectral measures on the unit circle (Q2973394) (← links)
• Large<i>N</i>expansion of Wilson loops in the Gross–Witten–Wadia matrix model (Q4606183) (← links)
• Discrete Painlevé system for the partition function of <i>N</i> _<i>f</i>  =  2 <i>SU</i>(2) supersymmetric gauge theory and its double scaling limit (Q5059122) (← links)
• UNIFIED DESCRIPTION OF CORRELATORS IN NON-GAUSSIAN PHASES OF HERMITIAN MATRIX MODEL (Q5484761) (← links)
• Construction of irregular conformal/W block and flavor mass relations of \(\mathcal{N} = 2\) SUSY gauge theory from the \(A_{n-1}\) quiver matrix model (Q6097352) (← links)
• Normalization of ZZ instanton amplitudes in type 0B minimal superstring theory (Q6633746) (← links)