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A linear operator acting in a Hilbert space and defined on the whole space is called completely continuous if it maps bounded sets into relatively compact sets (a set is
As a first step towards a geometric construction of asymptotic expansions for the Moyal type restriction, we obtain an integral representation for the Moyal restriction
For example the Deligne conjecture: the Hochschild cochain complex CH ∗ ( A ) of an associative algebra A is a homotopy Gerstenhaber algebra (or more precisely, an algebra over
Nevertheless, as demonstrated by our evaluation, quasicrystal sampling is shown to be proficient at supporting a uniform sampling density, centroidal Voronoi regions, accurate
In particular we obtain exact solutions of a non-Hermitian displaced harmonic oscillator and the Swanson model with minimal length uncertainty.. The spectrum in both the cases are
Key words: homogeneous spaces, weakly symmetric spaces, homogeneous spaces of posi- tive Euler characteristic, geodesic orbit spaces, normal homogeneous Riemannian
The general idea is to identify, in a canonical way, the space of linear differential operators on a manifold acting on weighted densities with the corresponding space of symbols..
When X and Y are Brownian motions on a Riemannian manifold, Kendall [3] and Cranston [1] constructed a coupling by using the Riemannian geometry of the underlying space.. Their
