Maximal degenerate representations of SL.
Maximal estimates for nonsymmetric semigroups
Maximal functions related to subelliptic operators invariant under an action of a nilpotent Lie group
Maximal functions related to subelliptic operators invariant under an action of a solvable Lie group
On the domain S_a = {(x,e^b): x ∈ N, b ∈ ℝ, b > a} where N is a simply connected nilpotent Lie group, a certain N-left-invariant, second order, degenerate elliptic operator L is considered. N × {e^a} is the Poisson boundary for L-harmonic functions F, i.e. F is the Poisson integral F(xe^b) = ʃ_N f(xy)dμ^b_a(x), for an f in L^∞(N). The main theorem of the paper asserts that the maximal function M^a f(x) = sup{|ʃf(xy)dμ_a^b(y)| : b > a} is of weak type (1,1).
Maximal functions related to subelliptic operators with polynomially growing coefficients.
Maximal Ol'shanskiĭ semigroups.
Maximal semigroups in the divisible hull of lattices in nilpotent Lie groups.
Maximality of compression semigroups.
Maxwell strata in sub-Riemannian problem on the group of motions of a plane
The left-invariant sub-Riemannian problem on the group of motions of a plane is considered. Sub-Riemannian geodesics are parameterized by Jacobi's functions. Discrete symmetries of the problem generated by reflections of pendulum are described. The corresponding Maxwell points are characterized, on this basis an upper bound on the cut time is obtained.
Measures on the geometric limit set in higher rank symmetric spaces
Measures with idempotent types and completely stable measures on nilpotent groups
Mellin transforms of Whittaker functions
Metaplectic correspondence
Metaplectic correspondences and unitary representations
Metaplectic forms
Metaplectic forms and Gauss sums I
Methode des orbites pour les representations de longueur finie.
Méthode des orbites pour les représentations de longueur finie. II
Minimal bi-invariant Hilbert subspaces of distributions on nilpotent Lie groups.
Minimal Singularities in GLn.