Research Article
A Novel PAPR Reduction Scheme for OFDM Systems Based on Neural Networks
Algorithm 1
Training of the PAPR reduction model.
| Definition: | | 1. Define the structure of the two modules; | | 2. Obtain the OFDM signal and input data from Equation (8); | | 3. Define the cost function from Equation (18). | | Initialization: | | 1. Initialize coefficient vector of model; | | 2. Set the weight of the objective function ; | | 3. Initialize parameters and of the SCF scheme. | | Acquisition of Label Data: | | 1. Calculate the clipped signal from Equation (4); | | 2. Calculate frequency-domain clipping noise . | | 3. Calculate the filtered frequency-domain clipping noise from Equation (6); | | 4. Obtain PAPR reduction signal ; | | 5. Get the label data from Equation (12). | | Model Training: | | Loop: | | 1. Compute the output data and of the modules from Equation (11) and Equation (15); | | 2. Compute objective functions , from Equation (16) and Equation (17); | | 3. Compute the cost function ; | | 4. Update coefficients according to Adam algorithm. | | End |
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