Fault Tolerance for faults in Artificial Neural Networks - V, Saritha
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This bookk addresses the fault tolerance of RBF networks where all hidden nodes have the same fault rate and their fault probabilities are independent. Assuming that there is a Gaussian distributed noise in the output data, we have derived an objective function for robustly training an RBF network based on the Kullback-Leibler divergence. We also find that for a fault-tolerance regularizer some eigenvalues of the regularization matrix should be negative. For the Tipping's regularizer and the OLS regularizer, the regularization matrices are positive or semipositive definite. Hence, they cannot efficiently handle the multinode open fault.…mehr

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Produktbeschreibung
This bookk addresses the fault tolerance of RBF networks where all hidden nodes have the same fault rate and their fault probabilities are independent. Assuming that there is a Gaussian distributed noise in the output data, we have derived an objective function for robustly training an RBF network based on the Kullback-Leibler divergence. We also find that for a fault-tolerance regularizer some eigenvalues of the regularization matrix should be negative. For the Tipping's regularizer and the OLS regularizer, the regularization matrices are positive or semipositive definite. Hence, they cannot efficiently handle the multinode open fault.
Autorenporträt
Saritha, presently works as Assistant Professor in VRSiddhartha Engineering College, Vijayawada. Shegraduated in E.C.E from Adams Engineering College in2002 and M.Tech in Digital Electronics andcommunication systems from JNTU college ofEngineering College, Anantapur in 2011. She has 15years of teaching experience .