The Poincaré Series of a Coxeter Group.
The quantum duality principle
The “quantum duality principle” states that the quantization of a Lie bialgebra – via a quantum universal enveloping algebra (in short, QUEA) – also provides a quantization of the dual Lie bialgebra (through its associated formal Poisson group) – via a quantum formal series Hopf algebra (QFSHA) — and, conversely, a QFSHA associated to a Lie bialgebra (via its associated formal Poisson group) yields a QUEA for the dual Lie bialgebra as well; more in detail, there exist functors and , inverse to...
The rationality of the Fourier coefficients of certain Eisenstein series on tube domains (I)
The representations and generic degrees of the Hecke algeba of type H4.
The Restriction of a Representation of GL2(k) to GL2(o).
The Restriction of Admissible Representations to n.
The ring of upper triangular invariants as a module over the Dickson invariants.
The Schur Multipliers of Sp6(Z),Spin8(Z),Spin7(Z),andF4(Z).
The Skew-Hyperbolic Motion Group of the Quaternion Plane.
The Soluble Length of Soluble Linear Groups.
The split building of a reductive group.
The Steinberg Function of a Finite Lie Algebra.
The strong linkage principle.
The structure of subnormal subgroups of symplectic groups over local rings.
The Structure of the Linear Homogeneous Groups Defined by the Invariant ...........................
The subgroups in the special linear group over a skew field that contain the group of diagonal matrices
The tensor product of exceptional representations on the general linear group
The Union of Compact Subgroups of a Connected Locally Compact Group.
The weights of irreducible -modules in the defining characteristic.
The Whitehead group of a polynomial extension