1.A.P.Veselov, M.V.Feigin, O.A.Chalykh
"New integrable deformations of quantum Calogero-Moser problem"
Russ.Math.Surv., 1996, 51 (3), pp.185-186
2. O.A.Chalykh, M.V.Feigin, A.P.Veselov "New integrable generalizations of
Calogero-Moser quantum problem", J. Math. Phys., 1998, 39 (2), pp. 695-703
3. O.A.Chalykh, M.V.Feigin, A.P.Veselov"Multidimensional
Baker-Akhiezer Functions and Huygens' Principle", Commun. Math. Phys.,
1999, 206, pp. 533-566
4. M.V.Feigin "Singular operators satisfying an intertwining
relation", Theor. and Math. Physics., 1999, 121, N. 2, pp.1478-1483
5. M.V.Feigin, A.P.Veselov"Quasi-invariants
of Coxeter groups and m-harmonic polynomials", Intern. Math. Res.
Notices, 2002, N. 10, pp. 521-545
6. M.V.Feigin "Intertwining relations for spherical parts of generalised
Calogero operators", Theor. and Math. Physics, 2003, 135(1), pp. 55-69
7. M. Feigin, A.P.Veselov"Quasi-invariants
and quantum integrals of the deformed Calogero-Moser systems", Intern.
Math. Res. Notices, 2003, V. 46, pp. 2487-2511
8. M.Feigin"Quasi-invariants
of dihedral systems", Mathematical Notes, 2004, 76(5), pp. 776-791
9. M.Feigin"Bispectrality
for deformed Calogero-Moser-Sutherland systems", Journal of Nonlin.
Math. Phys., 2005, V.12,sup.2, pp. 95-136
10. M. Feigin "On the logarithmic solutions of the WDVV equations",
Czech. J. of Physics, 2006, V.56, N. 10/11, pp.1149-1154
11. Y. Chen, M.Feigin
"Painleve IV and degenerate Gaussian unitary ensembles",
J.Phys.A.:Math.Gen, 2006, 40(39),pp. 12381-12393
12. M. Feigin, A.P. Veselov "Coxeter
discriminants and logarithmic Frobenius structures", Advances in
Math., 2007, 212(1), pp.143-162
13. M. Feigin, A.P. Veselov "On
the geometry of V-systems", AMS Translations Series 2, 2008, V.224
14. M. Feigin "Trigonometric
solutions of WDVV equations and generalized Calogero-Moser-Sutherland
systems", SIGMA 5 (2009), 088, 10 pages
15. M. Feigin "Generalized Calogero-Moser systems
from rational Cherednik algebras", Selecta Math, 2011
16. M. Feigin, C. Shramov ”On unitary submodules in the
polynomial representations of rational Cherednik algebras”, Intern.
Math.Res.Notices, 2011
17. M. Feigin, A. Silantyev “Singular polynomials from orbit
spaces”, Arxiv 1110.1946