Ability to generalise over multiple training runs

Paul Atkins patkins at laurel.ocs.mq.edu.au
Thu Mar 5 12:09:48 EST 1992


In their recent technical report, Bates & Elman note that "it is possible
for several different networks to reach the same solution to a problem, each
with a totally different set of weights." (p. 13b) I am interested in the
relationship between this phenomenon and the measurement of a network's
ability to generalise.  



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