Multilayer neural networks based on multi-valued neurons (MLMVNs) have
been proposed to combine the advantages of complex-valued neural
networks with a plain derivative-free learning algorithm. In addition,
multi-valued neurons (MVNs) offer a multi-valued threshold logic
resulting in the ability to replace multiple conventional output neurons
in classification tasks. Therefore, several classes can be assigned to
one output neuron. This book introduces a novel approach to assign
multiple classes to numerous MVNs in the output layer. It was found that
classes that possess similarities should be allocated to the same neuron
and arranged adjacent to each other on the unit circle. Since MLMVNs
require input data located on the unit circle, two employed
transformations are reevaluated. The min-max scaler utilizing the
exponential function, and the 2D discrete Fourier transform restricting
to the phase information for image recognition. The evaluation was
performed on the Sensorless Drive Diagnosis dataset and the Fashion
MNIST dataset.