16. Minimal W-algebras of so(N) at level minus one (with T. Creutzig, J. Fasquel, V. Kovalchuk, A. Linshaw), arXiv: 2506.15605. 2506.15605
15. Center of affine sl(2|1) at the critical level (with D. Adamovic), IMRN, Vol. 2025 (14) rnaf212.
14. On Virasoro-type reductions and inverse Hamiltonian reductions for W-algebras (with J. Fasquel, V. Kovalchuk), arXiv:2411.10694. (Please visit J. Fasquel for OPEs)
13. Connecting affine W-algebras: A case study of sl(4) (with J. Fasquel, Z. Fehily, E. Fursman), [arXiv:2408.13758].
12. Some isomorphisms between exceptional W-algebras (with J. van Ekeren), [arXiv:2408.08371].
11. On the structure of W-algebras in type A (with T. Creutzig, J. Fasquel, and A. Linshaw), Jpn. J. Math. 20, 1–111, 2025. (Please visit J. Fasquel for OPEs)
10. Orthosymplectic Feigin-Semikhatov duality (with J. Fasquel), Sel. Math. New Ser. Vol 31, 69, (2025).
9. Quasi-lisse extension of affine sl2 a la Feigin--Tipunin (with T. Creutzig and S. Sugimoto), Adv. Math., Volume 448, 2024, 109717.
8. Duality via convolution of W-algebras (with T. Creutzig, A. Linshaw, and R. Sato), Sel. Math. New Ser. Vol 31, 56, (2025).
7. Feigin-Semikhatov conjecture and related topics, Int. J. Mod. Phys. A, 38, No. 24, 2330014, 2023.
6. Cosets from equivariant W-algebras (with T. Creutzig), Represent. Theory 27 (2023), 766-777.
5. Correspondences of categories for subregular W-algebras and W-superalgebras (with T. Creutzig, N. Genra, and R. Sato), Commun. Math. Phys., 393, 2022, 1-60.
4. Duality of subregular W-algebras and principal W-superalgebras (with T. Creutzig and N. Genra), Adv. Math., 383, 2021, 107685.
3. On Miura maps for W-superalgebras, Transform. Groups, 299, 2021, 1473--1505.
2. Miura maps and Parabolic Wakimoto resolutions, appendix to [N. Genra, Screening operators and parabolic inductions for affine W-algebras, Adv. Math., 369, 107179, 2020, 62pp].
1. A geometric construction of integrable Hamiltonian hierarchies associated with the classical affine W-algebras, [arXiv.2006.00302].