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Firstly, the maximal inequality for -mixing sequences is given.

A map of the 21 most dominant barriers with their positions relative to the amino acid sequences is given at an accuracy of ±3 aa.

Then the transfer formula for the associated sequences is given by q n ( x ) = x ( f ( t ) g ( t ) ) n x − 1 p n ( x ) (see [2, 8]).

The total number of stationary, partly nonstationary, and nonstationary blocks within the 1200 frames of the observed sequences is given in Table 1.

The similarity of two atom sequences is given as the sum of the atom similarities of the pairs of atoms in corresponding positions if the sequences have the same length, and is set to zero otherwise.

For a joint ML receiver, Forney has shown in [12] that the PEP between any pair of sequences is given as a function of the error sequence between them by.

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Applications to trigonometric sequences are given.

Primer sequences are given in Table 1.

Let real sequences,, be given and assume that (2.50).

In the same paper, the notion of convergent and Cauchy sequences are given.

The timeslots at which the nodes transmit their training sequences are given in Table 2.

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