Poisson stochastic integration in Hilbert spaces
Poisson structures on certain moduli spaces for bundles on a surface
Let be a closed surface, a compact Lie group, with Lie algebra , and a principal -bundle. In earlier work we have shown that the moduli space of central Yang-Mills connections, with reference to appropriate additional data, is stratified by smooth symplectic manifolds and that the holonomy yields a homeomorphism from onto a certain representation space , in fact a diffeomorphism, with reference to suitable smooth structures and , where denotes the universal central extension of...
Poisson-Lie groups and complete integrability. I. Drinfeld bigebras, dual extensions and their canonical representations
Polarization and Unitary Representations of Solvable Lie Groups.
Pole-factorization theorem in quantum electrodynamics
Polynomial boundedness of eigensolutions and the spectrum of Schrödinger operators.
Positive energy quantization of linear dynamics
The abstract mathematical structure behind the positive energy quantization of linear classical systems is described. It is separated into three stages: the description of a classical system, the algebraic quantization and the Hilbert space quantization. Four kinds of systems are distinguished: neutral bosonic, neutral bosonic, charged bosonic and charged fermionic. The formalism that is described follows closely the usual constructions employed in quantum physics to introduce noninteracting quantum...
Positive linear maps of matrix algebras
A characterization of the structure of positive maps is presented. This sheds some more light on the old open problem studied both in Quantum Information and Operator Algebras. Our arguments are based on the concept of exposed points, links between tensor products and mapping spaces and convex analysis.
Positive projections as generators of -projections of type (B).
Positivity of Lyapunov exponents for Anderson-type models on two coupled strings.
Positivity Properties of Measures in Euclidean Quantum Field Theory
Potential scattering in stochastic mechanics
Potential wells in high dimensions I
Potentials wells in high dimensions II, more about the one well case
Power of a determinant with two physical applications.
Precise study of some number fields and Galois actions occurring in conformal field theory
Preon model and family replicated unification.
Preuve de la conjecture de Lieb-Thirring dans le cas des potentiels quadratiques strictement convexes
Principle of superposition and interference of diffusion processes
Probabilidades en cadena en los espacios de Hilbert. Aplicaciones físicas.