sigma09-018. 367KB Jun 04 2011 12:10:24 AM
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first, how we embed the finite-dimensional fermion system into a certain infinite one and how we rebuilt the TDHFT on it; second, how any algebraic mechanism works behind particle
Thus, an integrable hydrodynamic chain possesses the properties that are well-known in the theory of finite-component systems (dispersive or dispersionless), such as infinite series
• The statement of [5] that the Hamiltonian of the oscillator in the equal frequency limit represents a set of Jordan blocks of infinite dimension is compatible with the statement
In this section we establish the inclusion and the density of S ( R d ) in BD p,q β,k and we prove an interpolation formula for the Besov–Dunkl spaces by the real method.. Finally
Definition 13.1.. An analytical construction of the corresponding generalized Fock space, within an extension of Hida theory of white noise calculus to the negative binomial
In the paper we discuss certain classes of vector distributions in the tangent bundles to manifolds, obtained by series of applications of the so-called generalized Cartan
function (see Figure 4.1) in order to obtain the generalized inverse is substantially lower, particularly for large matrices, compared to those provided by the other two methods
In this paper we will study the spectral properties of Wigner real symmetric and Hermitian random matrices in the case when the matrix entries have heavy tails of distribution..