Macdonald's evaluation conjectures and difference Fourier transform.
Matrici simmetriche quantiche e teoria delle rappresentazioni
Matrix elements and highest weight Wigner coefficients of
Miura opers and critical points of master functions
Critical points of a master function associated to a simple Lie algebra come in families called the populations [11]. We prove that a population is isomorphic to the flag variety of the Langlands dual Lie algebra . The proof is based on the correspondence between critical points and differential operators called the Miura opers. For a Miura oper D, associated with a critical point of a population, we show that all solutions of the differential equation DY=0 can be written explicitly in terms...
Models for quadratic algebras associated with second order superintegrable systems in 2D.
Models of quadratic algebras generated by superintegrable systems in 2D.
Modular symmetry and fractional charges in supersymmetric Yang-Mills and the quantum Hall effect.
Modular theory, non-commutative geometry and quantum gravity.
Moments and Huygens' principle for conformally invariant field equations in curved space-times
Monopoles and modifications of bundles over elliptic curves.
Monstrous moonshine and monstrous Lie superalgebras.
Multiparameter quantum function algebra at roots of 1.
Multipliers, self-induced and dual Banach algebras [Book]
Multivariable -Hahn polynomials as coupling coefficients for quantum algebra representations.
Multi-well potentials in quantum mechanics and stochastic processes.