This article presents an analysis of some of the methods for testing linear separability. A single layer perceptron neural network can be used for creating a classification model when the classes at hand are linearly separable. Since the RDP neural network is based on linearly separable subsets within a non linearly separable set, the performance of the method used for searching these subsets is of great importance in order to minimise convergence time, and maximise the level of generalisation. It appears in one of the leading journals of Neural Networks with an impact factor of 2.620
In this paper, we take a close look at the problem of learning simple neural concepts under the uni...
A geometric and non parametric procedure for testing if two finite set of points are linearly separa...
This is a reprint of page proofs of Chapter 12 of Perceptrons, M. Minsky and S. Papert, MIT Press 19...
This paper introduces latest advances in the subject of linear separability. New methods for testing...
The article explores a method for classifying elements of linearly separable sets using the Perceptr...
feed-forward multilayer neural network is a generalisation of the single layer perceptron topology. ...
Linear separability of data sets is one of the basic concepts in the theory of neural networks and p...
The recursive deterministic perceptron (RDP) is a generalization of the single layer perceptron neur...
The Recursive Deterministic Perceptron (RDP) feed-forward multilayer neural network is a generalisat...
AbstractThe Recursive Deterministic Perceptron (RDP) feedforward multilayer neural network is a gene...
The Recursive Deterministic Perceptron is a generalisation of the single layer perceptron neural net...
Learning and convergence properties of linear threshold elements or percept,rons are well understood...
An important issue in neural network research is how to choose the number of nodes and layers such a...
AbstractGiven linearly inseparable sets R of red points and B of blue points, we consider several me...
<p>A schematic representation of a test of separability of neural representations, implemented as an...
In this paper, we take a close look at the problem of learning simple neural concepts under the uni...
A geometric and non parametric procedure for testing if two finite set of points are linearly separa...
This is a reprint of page proofs of Chapter 12 of Perceptrons, M. Minsky and S. Papert, MIT Press 19...
This paper introduces latest advances in the subject of linear separability. New methods for testing...
The article explores a method for classifying elements of linearly separable sets using the Perceptr...
feed-forward multilayer neural network is a generalisation of the single layer perceptron topology. ...
Linear separability of data sets is one of the basic concepts in the theory of neural networks and p...
The recursive deterministic perceptron (RDP) is a generalization of the single layer perceptron neur...
The Recursive Deterministic Perceptron (RDP) feed-forward multilayer neural network is a generalisat...
AbstractThe Recursive Deterministic Perceptron (RDP) feedforward multilayer neural network is a gene...
The Recursive Deterministic Perceptron is a generalisation of the single layer perceptron neural net...
Learning and convergence properties of linear threshold elements or percept,rons are well understood...
An important issue in neural network research is how to choose the number of nodes and layers such a...
AbstractGiven linearly inseparable sets R of red points and B of blue points, we consider several me...
<p>A schematic representation of a test of separability of neural representations, implemented as an...
In this paper, we take a close look at the problem of learning simple neural concepts under the uni...
A geometric and non parametric procedure for testing if two finite set of points are linearly separa...
This is a reprint of page proofs of Chapter 12 of Perceptrons, M. Minsky and S. Papert, MIT Press 19...