Poisson Integrals and Boundary Components of Symmetric Spaces.
Poisson kernels and pluriharmonic -functions on homogeneous Siegel domains.
Poisson liftings of holomorphic automorphic forms on semisimple Lie groups.
Poisson Summation of Kirillov Orbits.
Poisson transforms for differential forms
We give a construction of a Poisson transform mapping density valued differential forms on generalized flag manifolds to differential forms on the corresponding Riemannian symmetric spaces, which can be described entirely in terms of finite dimensional representations of reductive Lie groups. Moreover, we will explicitly generate a family of degree-preserving Poisson transforms whose restriction to real valued differential forms has coclosed images. In addition, as a transform on sections of density...
Poisson-Lie groups and complete integrability. I. Drinfeld bigebras, dual extensions and their canonical representations
Polar and Ol'shanskii decompositions.
Polarization and Unitary Representations of Solvable Lie Groups.
Polynômes de Joseph et représentation de Springer
Polynomially growing pluriharmonic functions on Siegel domains
Let 𝓓 be a symmetric type two Siegel domain over the cone of positive definite Hermitian matrices and let N(Φ)S be a solvable Lie group acting simply transitively on 𝓓. We characterize polynomially growing pluriharmonic functions on 𝓓 by means of three N(Φ)S-invariant second order elliptic degenerate operators.
Pompeiu Sets in Compact Heisenberg Manifolds.
Positioned agents in eco-grammar systems with border markers and pure regulated grammars
In this paper we follow our previous research in the field of positioned agents in the eco-grammar systems and pure grammars. We extend model of the positioned eco-grammar systems by boundary markers and we introduce bordered positioned eco-grammar systems (BPEG systems, for short) and that way we show one of the possible answers to the question stated in [9]. Namely we compare generative power of the BPEG systems with three types of pure regulated grammars with appearance checking.
Positive Definite Functions on the Heisenberg Group.
Positivity of quadratic base change -functions
We show that certain quadratic base change -functions for are non-negative at their center of symmetry.
Potential Theory on the Infinite Dimensional Torus.
Prehomogeneous spaces associated with nilpotent orbits in simple real Lie algebras and and their relative invariants.
Prescribed Gauss decompositions for Kac-Moody groups over fields
Primitive Ideals and Orbital Integrals in Complex Classical Groups.
Primitive idempotents in convergence semigroups
Principal Orbit Types for Reductive Groups Acting on Stein Manifolds.