“…After an example is presented to the RBFNN, the weight vectors , and the prototypes , can be updated according to (9) and (10), respectively. Assuming that each of the outputs of the cosine RBFNN represents one of the classes , the reference distances are updated by minimizing the objective function formed by summing over all classes and all RBFs (15) Following the presentation of all examples and the corresponding updates of the output weights and the prototypes, the new estimate of each reference distance , can be obtained by incrementing its current estimate by the amount as (16) where is the learning rate, which can be a fraction of the learning rate used for updating the output weights and the prototypes, , and . In this case, each adaptation cycle involves the update of the output weights and the prototypes following the sequential presentation of all examples included in the training set.…”