2013
DOI: 10.1007/s11277-013-1096-x
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Reduction of Power Fluctuation in ECMA-368 Ultra Wideband Communication Systems Using Multilayer Perceptron Neural Networks

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Cited by 3 publications
(6 citation statements)
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“…Since ANNs work with integer inputs, the ACE‐AGP signals must be decomposed into real and imaginary parts. The training process of an ANNT can be described as Use the ACE‐AGP algorithm to obtain x AGP from the original time‐domain signal x Org Split the x Org and x AGP signals into training x Org, tr , x AGP, tr and test sets x Org, ts , x AGP, ts . Decompose the x Org and x AGP signals into real and imaginary parts (),xReitalicOrgxImOrg,tr, (),xReitalicAGPxImAGP,tr, respectively. Create two ANN models ANNT Re , ANNT Im for real and imaginary parts, respectively. Get xReANNT and xImANNT by training the models ANNT Re and ANNT Im with the pairs (),xReitalicANNTxReitalicAGP and (),xImitalicOrgxImitalicAGP, respectively. Obtain x ANNT with xANNT=xReANNT+jxImANNT. More details about ANNT method‐based PAPR reduction can be found in Louliej et al for interested readers. The major drawback of ANNT‐based PAPR reduction is its offline training time based on ACE‐AGP signals, which is not suitable for real‐time applications.…”
Section: Papr Reduction Methodsmentioning
confidence: 99%
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“…Since ANNs work with integer inputs, the ACE‐AGP signals must be decomposed into real and imaginary parts. The training process of an ANNT can be described as Use the ACE‐AGP algorithm to obtain x AGP from the original time‐domain signal x Org Split the x Org and x AGP signals into training x Org, tr , x AGP, tr and test sets x Org, ts , x AGP, ts . Decompose the x Org and x AGP signals into real and imaginary parts (),xReitalicOrgxImOrg,tr, (),xReitalicAGPxImAGP,tr, respectively. Create two ANN models ANNT Re , ANNT Im for real and imaginary parts, respectively. Get xReANNT and xImANNT by training the models ANNT Re and ANNT Im with the pairs (),xReitalicANNTxReitalicAGP and (),xImitalicOrgxImitalicAGP, respectively. Obtain x ANNT with xANNT=xReANNT+jxImANNT. More details about ANNT method‐based PAPR reduction can be found in Louliej et al for interested readers. The major drawback of ANNT‐based PAPR reduction is its offline training time based on ACE‐AGP signals, which is not suitable for real‐time applications.…”
Section: Papr Reduction Methodsmentioning
confidence: 99%
“…Since ANNs work with integer inputs, the ACE-AGP signals must be decomposed into real and imaginary parts. The training process of an ANNT can be described as More details about ANNT method-based PAPR reduction can be found in Louliej et al 16 for interested readers. The major drawback of ANNT-based PAPR reduction is its offline training time based on ACE-AGP signals, which is not suitable for real-time applications.…”
Section: Time-domain Anns (Annt) Methodsmentioning
confidence: 99%
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“…In [11], a neural network (NN) technique, referred to as Multilayer Perceptrons (MLPs), to obtain signals with low envelope fluctuations has been developed. Indeed, NN have been widely applied in solving optimization problems [12,13,14]. In the case of the PAPR proposal in [11], the NN were trained with the Approximate Gradient Projection (AGP) from ACE [10] and thus the result is an NN that generates from the original signal another one with similar characteristics as ACE but without its complexity and in one shot.…”
Section: Introductionmentioning
confidence: 99%