Yi Yang, “Higher-dimensional integrable systems arising from the principal representation of toroidal Lie algebra so2ntor”, Journal of Geometry and Physics, 210 (2025), 105420
Si-Qi Liu, Haonan Qu, Youjin Zhang, “Generalized Frobenius Manifolds with Non-flat Unity and Integrable Hierarchies”, Commun. Math. Phys., 406:4 (2025)
Yi Yang, Jipeng Cheng, “Bogoyavlensky–modified KdV hierarchy and toroidal Lie algebra $\textrm{sl}^\textrm{tor}_{2}$”, Lett Math Phys, 114:2 (2024)
Ang Fu, Mingjin Li, Di Yang, “From wave functions to tau-functions for the Volterra lattice hierarchy”, Acta Math Sci, 44:2 (2024), 405
Lixiang Zhang, Chuanzhong Li, “On limit fractional Volterra hierarchies”, Commun. Theor. Phys., 76:1 (2024), 015002
Di Yang, “GUE via Frobenius Manifolds. I. From Matrix Gravity to Topological Gravity and Back”, Acta. Math. Sin.-English Ser., 40:1 (2024), 383
Yi Yang, Wenjuan Rui, Jipeng Cheng, “Bigraded modified Toda hierarchy and its extensions”, Physica D: Nonlinear Phenomena, 469 (2024), 134343
Di Yang, “Analytic Theory of Legendre-Type Transformations for a Frobenius Manifold”, Commun. Math. Phys., 405:10 (2024)
Si-Qi Liu, Haonan Qu, Yuewei Wang, Youjin Zhang, “Solutions of the Loop Equations of a Class of Generalized Frobenius Manifolds”, Commun. Math. Phys., 405:10 (2024)
А. Ю. Буряк, “DR-иерархии: от пространств модулей кривых к интегрируемым системам”, Геометрия, топология, математическая физика, Сборник статей. К 85-летию академика Сергея Петровича Новикова, Труды МИАН, 325, МИАН, М., 2024, 26–66 ; A. Yu. Buryak, “DR Hierarchies: From the Moduli Spaces of Curves to Integrable Systems”, Proc. Steklov Inst. Math., 325 (2024), 21–59