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The classic approaches considered are a multilayer perceptron neural network (MLP) with one hidden layer with ve neurons trained with backpropagation algorithm, and an adaptive neuro-fuzzy inference system (ANFIS) granularized with three fuzzy sets for each input variable and seven fuzzy rules. The MLP network adopted the following scheme for the initialization phase: small weight values randomly assigned; a 0.9 as momentum parameter; 10000 as the maximum number of epochs, and an adaptive learning rate starting from Z 0.01. The ANFIS has 1000 as the maximum number of epochs, Zi 0.01 as initial step size, sd 0.9 as step-size decrease rate, and si 1.1 as step-size increase rate. These two approaches were implemented using the Matlab neural network and fuzzy logic toolboxes. The xTS model proposed in [8] was chosen to be compared with the ePL. The experiments reported here use the xTS implementation given in [9] with initial value P0 750 of the recursive least-squares algorithm. The results have been also compared with similar ones published in the literature, respectively, the FuNN model [18], HyFIS model [20], eTS model [4], and simpl_eTS model [4]. Table 4.1 suggests that the ePL model performs better than the remaining models. In addition, the ePL model shows the smallest number of rules created. Note also that a small number of rules reduces model complexity and increases interpretability. embed barcode in crystal report How to Create Code 39 Barcodes in Crystal Reports - YouTube vb.net barcode scanner programming Aug 9, 2011 · This tutorial explains how to create Code 39 (Code 3 of 9) barcodes in Crystal Reports ...Duration: 3:19Posted: Aug 9, 2011 crystal reports barcode font ufl Crystal Reports Barcode Font UFL 9.0 Free Download rdlc qr code Crystal Reports Barcode Font UFL - Three (3) clicks to change a field to abarcode in Crystal Reports with this enhanced UFL, which supports all popularlinear ... From these experimental results, the transconductance term, gm, is a function of current IC and is the source of the degradation mechanism. Hence the rst region is explainable as transconductance degradation. The last region is a function of the Kirk effect at the collector junction and is not in uenced by the emitter base ESD stress. For the unity power gain cutoff frequency, ESD testing also leads to degradation in the peak fMAX. This is de ned as: r fT fMAX 8pRb Cbc with collector base capacitance, Ccb, collector substrate, Ccsx, and base resistance, Rb. With the degradation of fT, the fMAX also decreases. ESD testing showed greater signs of S-parameter degradation in the S11, S12, and S21 terms compared to the S22. The S-parameter degradation is signi cantly more evident in the parameters associated with the emitter base junction. The Gummel plots show the base current IB and the collector current IC as a function of VBE. 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