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In Figure 1, we demonstrate the simulating results of the second-order CC of OFDM signal verse delay and CF under AWGN channel, for which the following parameters are used: subcarriers number 128, CP ratio 1/4, and oversampling factor 4. The samples over 2,000 OFDM symbols are collected for formulating the result.
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The main emphasis is put on formulating the results in terms of linear matrix inequalities.
Before formulating the results on a relative controllability of (1.6), we present some auxiliary propositions.
We formulate the result for the Wiener integrator, the Ornstein Uhlenbeck integrator can be treated analogously.
The following result about the existence and uniqueness of solutions of equation (1.1) can be obtained by the standard Faedo-Galerkin methods, here we only formulate the result.
We shall formulate the result for nonself-mappings since the case of self-mappings is a special case of this one.
Students learn to identify problems, formulate and analyze models to understand these problems, and interpret and formulate the results of analyses for managerial action.
The focal point is to formulate the results as convex optimization over linear matrix inequalities (LMIs).
We then formulate the resulting scattering problem as a linear least squares problem and solve it accordingly.
Let us formulate the results obtained.
To formulate the resulting MSE, we introduce the random signal being subject to and.
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