The present paper examines the relationship between the mapping nonlin
earity indicators (distribution angle alpha and distribution gradient
beta) of training samples and the empirical trainability of MFN (multi
layer feedforward neural networks) with the model problem being the ma
pping between turbine efficiencies and blade throat design. An empiric
al trainability measure is defined as a means of representing the degr
ee of difficulty involved in training an MFN. The raw training samples
are preprocessed using two and four different options for input and o
utput components, respectively. These options result in mapping cases
with different mapping nonlinearities and trainabilities. The results
of a numerical experiment confirm that alpha and beta can be correlate
d to the empirical trainability of MFN in the context of the model pro
blem. Copyright (C) 1996 Civil-Comp Limited and Elsevier Science Limit
ed