sigma09-017. 275KB Jun 04 2011 12:10:23 AM
Teks penuh
Gambar
Garis besar
Dokumen terkait
We show, in the case of the Moyal alge- bra or some related Z 2 -graded version of it, that the derivation based differential calculus is a suitable framework to
The case of infinite Jacobi matrices was considered earlier in the papers [ 6 , 7 , 8 , 9 ] in which the generalized spectral function was introduced and the inverse problem from
[31] Spiridonov V.P., On the analytical properties of infinite elliptic hypergeometric series, talk presented at the workshop “Elliptic Integrable Systems, Isomonodromy Problems,
For instance, it allows us to characterize the discrete spectrum and the corresponding eigenfunctions of the system by means of (finite/infinite) irreducible unitary
The aim of this paper is to show that it is possible to tackle the problem of quantizing an extension of the PU oscillator within a Lagrangian and a canonical ormulation, using
The aim of the following section is to characterize conformal structures arising from generic rank 2 distributions in dimension five in terms of normal conformal Killing
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
Elkin [12, 13] has studied equivalence of affine distributions on manifolds of dimension n ≤ 4 under diffeomorphisms of the underlying manifolds, resulting in local normal forms for
