Let f(γ′[k] be the appropriate function in (30) such that it will set an upper bound ε for the instantaneous BER, that is, Ω ¯ [ k ] ≤ ε.
Replace the database functions in your script with the appropriate functions for the database you are using (e.g. SQLITE, Microsoft SQL, etc).
Moreover, depending on the nature of the physical problem under consideration, incorporation of the appropriate functions result in greater convergence rate and precision of the solution.
If the friction effects are not taken into account, then, the representative functions, determining the DS buckling, can be obtained by simple symmetric prolongations relative to the vertical of the appropriate functions represented in Table 1 for the asymmetric arc (compare Figs. 5a, 6a).
In this paper, we consider boundedness properties for localization operators acting on Lorentz mixed-normed modulation spaces for the symbols in appropriate function spaces like modulation spaces, Wiener amalgam spaces, and Lorentz spaces with mixed norms.
To compensate for this difference in choosing appropriate function form for the all groups of the subsectors, estimators have been obtained by using the both functions form.
The existence of a solution to the inverse source problem is shown in appropriate function spaces and a representation formula for the solution is proposed.
In this article we give a description of the global structure of the Julia sets J and (J^) of a dissipative hyperbolic Hénon map in (mathbb{C}^{2}) as the unique fixed point of a contracting operator in an appropriate function space.
The solution u is a function commonly sought in an appropriate function space X (usually X ⊂ H 1 or a space smooth enough to ensure existence and uniqueness of the solution of the minimization problem [61,48]), subject to the Dirichlet boundary condition u | Γ D = g, i.e. X D = { v ∈ X | v | Γ D = g }.
