International audienceIt is possible to construct diluted asymmetric models of neural networks for which the dynamics can be calculated exactly. We test several learning schemes, in particular, models for which the values of the synapses remain bounded and depend on the history. Our analytical results on the relative efficiencies of the various learning schemes are qualitatively similar to the corresponding ones obtained numerically on fully connected symmetric networks
We consider a neural network with adapting synapses whose dynamics can be analytically computed. The...
tems, quantum biology, and relevant aspects of thermodynamics, information theory, cybernetics, and ...
We have studied the effect of various kinds of damaging that may occur in a neural network whose syn...
The Monte Carlo adaptation rule has been proposed to design asymmetric neural network. By adjusting ...
The study of neural networks by physicists started as an extension of the theory of spin glasses. Fo...
Most models of memory proposed so far use symmetric synapses. We show that this assumption is not ne...
We study with numerical simulation the possible limit behaviors of synchronous discrete-time determi...
International audienceThe dynamics of asymmetrically diluted neural networks can be solved exactly. ...
The problem of spurious patterns in neural associative memory models is discussed. Some suggestions ...
A linearly separable Boolean function is learned by a diluted perceptron with optimal stability. A d...
International audienceWe consider a diluted and nonsymmetric version of the Little-Hopfield model wh...
Learning in a neuronal network is often thought of as a linear superposition of synaptic modificatio...
We study the learning of an external signal by a neural network and the time to forget it when this ...
The macroscopic dynamics of an extremely diluted as well as of a fully connected three-state neural ...
One of the most important and ubiquitous building blocks of machine learning is gradient based optim...
We consider a neural network with adapting synapses whose dynamics can be analytically computed. The...
tems, quantum biology, and relevant aspects of thermodynamics, information theory, cybernetics, and ...
We have studied the effect of various kinds of damaging that may occur in a neural network whose syn...
The Monte Carlo adaptation rule has been proposed to design asymmetric neural network. By adjusting ...
The study of neural networks by physicists started as an extension of the theory of spin glasses. Fo...
Most models of memory proposed so far use symmetric synapses. We show that this assumption is not ne...
We study with numerical simulation the possible limit behaviors of synchronous discrete-time determi...
International audienceThe dynamics of asymmetrically diluted neural networks can be solved exactly. ...
The problem of spurious patterns in neural associative memory models is discussed. Some suggestions ...
A linearly separable Boolean function is learned by a diluted perceptron with optimal stability. A d...
International audienceWe consider a diluted and nonsymmetric version of the Little-Hopfield model wh...
Learning in a neuronal network is often thought of as a linear superposition of synaptic modificatio...
We study the learning of an external signal by a neural network and the time to forget it when this ...
The macroscopic dynamics of an extremely diluted as well as of a fully connected three-state neural ...
One of the most important and ubiquitous building blocks of machine learning is gradient based optim...
We consider a neural network with adapting synapses whose dynamics can be analytically computed. The...
tems, quantum biology, and relevant aspects of thermodynamics, information theory, cybernetics, and ...
We have studied the effect of various kinds of damaging that may occur in a neural network whose syn...