Abstract
This paper starts by overviewing results dealing with the approximation capabilities of neural networks, as well as bounds on the size of threshold gate circuits. Based on a constructive solution for Kolmogorov`s superpositions the authors show that implementing Boolean functions can be done using neurons having an identity transfer function. Because in this case the size of the network is minimized, it follows that size-optimal solutions for implementing Boolean functions can be obtained using analog circuitry. Conclusions and several comments on the required precision are ending the paper.
Original language | English |
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Title of host publication | European Signal Processing Conference |
DOIs | |
Publication status | Published - Sept 8 1998 |
Event | EuSiPCo'98 - Island of Rhodes, Greece Duration: Sept 8 1998 → … |
Conference
Conference | EuSiPCo'98 |
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Period | 9/8/98 → … |