Independent citations

1
Total: 18.5

On the Gaudin model associated to Lie algebras of classical types

  1. L Rybnikov, A proof of the Gaudin Bethe Ansatz conjecture
  2. Peng Liu, Wei-Dong Ruan, Yang-Yang functions, Monodromy and knot polynomials

Self-dual Grassmannian, Wronski map, and representations of \(\mathfrak{gl}_N\), \(\mathfrak{sp}_{2r}\), \(\mathfrak{so}_{2r+1}\)

  1. A Molev, Sugawara operators for classical Lie algebras
  2. J Levinson, K Purbhoo, A topological proof of the Shapiro-Shapiro conjecture

Solutions of \(\mathfrak{gl}_{m|n}\) XXX Bethe ansatz equation and rational difference operators

  1. JM Maillet, G Niccoli, L Vignoli, Separation of variables bases for integrable $gl_{\mathcal M|\mathcal N}$ and Hubbard models [204,209]



  2. D Chernyak, S Leurent, D Volin, Completeness of Wronskian Bethe equations for rational $\mathfrak{gl}(m|n)$ spin chain

  3. AJ Gerrard, Nested algebraic Bethe ansaetz for orthogonal and symplectic spin chains Only cited in reference

Perfect integrability and Gaudin models

  1. E. Mukhin, A. Varchenko, Frobenius-like structure in Gaudin model

On the supersymmetric XXX spin chains associated to $\mathfrak{gl}_{1|1}$

  1. JM Maillet, G Niccoli, L Vignoli, Separation of variables bases for integrable $gl_{\mathcal M|\mathcal N}$ and Hubbard models [209]

  2. D Chernyak, S Leurent, D Volin, Completeness of Wronskian Bethe equations for rational $\mathfrak{gl}(m|n)$ spin chain [11]
  3. A. Liashyk, S. Pakuliak, Recurrence relations for off-shell Bethe vectors in trigonometric integrable models

Jacobi-Trudi identity and Drinfeld functor for super Yangian

  1. Zengo Tsuboi, Boson-Fermion correspondence, QQ-relations and Wronskian solutions of the T-system

  2. Paul Ryan, Integrable systems, separation of variables and the Yang-Baxter equation
  3. D Chernyak, S Leurent, D Volin, Completeness of Wronskian Bethe equations for rational $\mathfrak{gl}(m|n)$ spin chain
  4. A. Molev, Representations of the super Yangians of types A and C

A note on odd reflections of super Yangian and Bethe ansatz

  1. A. Molev, Odd reflections in the Yangian associated with \(\mathfrak{gl}_{m|n}\)
  2. A. Molev, Representations of the super Yangians of types A and C

Gelfand-Tsetlin bases of representations for super Yangian and quantum affine superalgebra

  1. Robert G. Donnelly and Molly W. Dunkum, Gelfand-Tsetlin-type weight bases for all special linear Lie algebra representations corresponding to skew Schur functions

Bethe ansatz equations for orthosymplectic Lie superalgebra and self-dual superspaces

  1. Simon Ekhammar, D. Volin, Monodromy Bootstrap for SU(2|2) Quantum Spectral Curves: From Hubbard model to AdS3/CFT2

Self citations

1
Total: 29 + 6 (Thesis)

On the Gaudin model associated to Lie algebras of classical types

  1. Self-dual Grassmannian, Wronski map, and representations of \(\mathfrak{gl}_N\), \(\mathfrak{sp}_{2r}\), \(\mathfrak{so}_{2r+1}\)
  2. Lower Bounds for Numbers of Real Self-Dual Spaces in Problems of Schubert Calculus
  3. On the Gaudin model of type G$_2$

Self-dual Grassmannian, Wronski map, and representations of \(\mathfrak{gl}_N\), \(\mathfrak{sp}_{2r}\), \(\mathfrak{so}_{2r+1}\)

  1. Lower Bounds for Numbers of Real Self-Dual Spaces in Problems of Schubert Calculus
  2. On the Gaudin model of type G$_2$
  3. Perfect integrability and Gaudin models
  4. Bethe ansatz equations for orthosymplectic Lie superalgebra and self-dual superspaces

Lower Bounds for Numbers of Real Self-Dual Spaces in Problems of Schubert Calculus

  1. Perfect integrability and Gaudin models
  2. Bethe ansatz equations for orthosymplectic Lie superalgebra and self-dual superspaces

On the Gaudin model of type G$_2$

  1. Lower Bounds for Numbers of Real Self-Dual Spaces in Problems of Schubert Calculus
  2. Perfect integrability and Gaudin models

Solutions of \(\mathfrak{gl}_{m|n}\) XXX Bethe ansatz equation and rational difference operators

  1. On the supersymmetric XXX spin chains associated to $\mathfrak{gl}_{1|1}$
  2. Jacobi-Trudi identity and Drinfeld functor for super Yangian
  3. Gelfand-Tsetlin bases of representations for super Yangian and quantum affine superalgebra
  4. Bethe ansatz equations for orthosymplectic Lie superalgebra and self-dual superspaces
  5. A note on odd reflections of super Yangian and Bethe ansatz

On the supersymmetric XXX spin chains associated to $\mathfrak{gl}_{1|1}$

  1. Perfect integrability and Gaudin models
  2. Jacobi-Trudi identity and Drinfeld functor for super Yangian
  3. Solutions of \(\mathfrak{gl}_{m|n}\) XXX Bethe ansatz equation and rational difference operators
  4. Bethe ansatz equations for orthosymplectic Lie superalgebra and self-dual superspaces
  5. Gelfand-Tsetlin bases of representations for super Yangian and quantum affine superalgebra
  6. A note on odd reflections of super Yangian and Bethe ansatz

Perfect integrability and Gaudin models

  1. Bethe ansatz equations for orthosymplectic Lie superalgebra and self-dual superspaces

Jacobi-Trudi identity and Drinfeld functor for super Yangian

  1. Bethe ansatz equations for orthosymplectic Lie superalgebra and self-dual superspaces
  2. Gelfand-Tsetlin bases of representations for super Yangian and quantum affine superalgebra
  3. Schur-Weyl duality for quantum toroidal superalgebras
  4. A note on odd reflections of super Yangian and Bethe ansatz

Gelfand-Tsetlin bases of representations for super Yangian and quantum affine superalgebra

  1. Schur-Weyl duality for quantum toroidal superalgebras
  2. A note on odd reflections of super Yangian and Bethe ansatz

Bethe ansatz equations for orthosymplectic Lie superalgebra and self-dual superspaces

  1. A note on odd reflections of super Yangian and Bethe ansatz