Title :
Back-propagation learning in expert networks
Author :
Lacher, R.C. ; Hruska, Susan I. ; Kuncicky, David C.
Author_Institution :
Dept. of Comput. Sci., Florida State Univ., Tallahassee, FL, USA
fDate :
1/1/1992 12:00:00 AM
Abstract :
Expert networks are event-driven, acyclic networks of neural objects derived from expert systems. The neural objects process information through a nonlinear combining function that is different from, and more complex than, typical neural network node processors. The authors develop back-propagation learning for acyclic, event-driven networks in general and derive a specific algorithm for learning in EMYCIN-derived expert networks. The algorithm combines back-propagation learning with other features of expert networks, including calculation of gradients of the nonlinear combining functions and the hypercube nature of the knowledge space. It offers automation of the knowledge acquisition task for certainty factors, often the most difficult part of knowledge extraction. Results of testing the learning algorithm with a medium-scale (97-node) expert network are presented
Keywords :
expert systems; hypercube networks; knowledge acquisition; learning systems; neural nets; EMYCIN-derived; acyclic networks; back-propagation learning; certainty factors; expert networks; expert systems; gradients; hypercube nature; knowledge acquisition task; knowledge space; learning algorithm; neural objects; nonlinear combining function; Application software; Automation; Expert systems; History; Hypercubes; Intelligent networks; Knowledge acquisition; Neural networks; Supervised learning; Testing;
Journal_Title :
Neural Networks, IEEE Transactions on