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Exact(10)
The simplest of these functions was given by (9).
A useful characterization of almost periodic functions was given by Bochner.
In article [14] the following generalization of the previously described functions was given.
A version of Hadamard's inequality for log-convex (concave) functions was given in [9], as follows.
In [20] an extensive study concerning the Schur convexity of the above class of symmetric functions was given.
In previous work [5] an interpretation of the Euler product for Dirichlet zeta functions was given in the theory of certain Hilbert spaces whose elements are entire functions.
Similar(50)
These functions are given in Fig. 11.
The graininess functions are given by and.
Their utility functions are given below.
Some interesting properties of the basis functions are given.
The required frequency functions are given for all possible cases.
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