Graph Neural Networks and Arithmetic Circuits
–Neural Information Processing Systems
Relevant to this paper are examinations of the computational power of neural networks after training, i.e., the training process is not taken into account but instead the computational power of an optimally trained network is studied. Starting already in the nineties, the expressive power of feed-forward neural networks (FNNs) has been related to Boolean threshold circuits, see, e.g., [Maass et al., 1991, Siegelmann and Sontag, 1995,
Neural Information Processing Systems
Nov-13-2025, 11:58:13 GMT
- Country:
- Africa > Ethiopia
- Addis Ababa > Addis Ababa (0.04)
- Europe
- Estonia (0.04)
- Finland > Uusimaa
- Helsinki (0.04)
- Germany > Lower Saxony
- Hanover (0.04)
- Greece (0.04)
- Slovenia > Drava
- Municipality of Benedikt > Benedikt (0.04)
- United Kingdom > England
- South Yorkshire > Sheffield (0.04)
- North America
- Canada
- British Columbia > Vancouver (0.04)
- Quebec > Montreal (0.04)
- Puerto Rico > San Juan
- San Juan (0.04)
- United States
- Hawaii > Honolulu County
- Honolulu (0.04)
- Louisiana > Orleans Parish
- New Orleans (0.04)
- Hawaii > Honolulu County
- Canada
- Africa > Ethiopia
- Genre:
- Research Report > Experimental Study (0.93)
- Technology: