Regularization-based method for solving problem of gradient disappearance of adversarial residual transform network
A network and residual technology, applied in instruments, character and pattern recognition, computing models, etc., can solve the problem of anti-residual transformation network gradient disappearance, and achieve the effect of reducing adverse effects, easy training, and ensuring stability
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[0075] Set the regularization parameter β=0 of the anti-residual network model (ARTN) on Office-31, that is, no regularization. Except for the regularization term, the experimental parameters have the same settings as the Bayesian image classification experiments. Experimental results such as figure 2 As shown, in D→A, W→A, A→W and A→D, the accuracy of the unregularized model is 59.5%, 59.8%, 76.0% and 75.9%, respectively, which is lower than that of the regularized model 1.4%, 1.2%, 0.2%, and 0.2%. The model with regularization is superior to DANN and the model without regularization in all tasks, indicating that regularization has high effectiveness, that is, the regularization term strengthens the generalization ability of the model.
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