The figure shows the structure of the canonical weight vector resulting from the prewiring Eqs 14 and 15. Each of the two rectangles represents the topographic organisation of one half of the input population in terms of retinal-preference (αi) and eye-position preference (βj), with the input neurons in the left rectangle having κ > 0 (positive gain) and the right rectangle having κ h will have elevated connections from input neurons with preferences located in the right-angled triangles of the input space, labeled A and B.</p
<p>(A) The architecture of the model is composed of five populations of neurons. Three populations (...
<p><b>(A)</b> Initial connectivity matrix of the random network. Each excitatory neuron is connected...
<p>There are two populations of neurons, excitatory (green) and inhibitory (red). The inhibitory net...
The Figure shows the performance of the network model that has been manually prewired to produce hea...
The figure shows population analyses of the response properties of output neurons in the manually pr...
Results are shown for the model with peaked eye-position gain modulation before training (A) and aft...
<p>Analysis of one of the output neurons #170 from the model with input neurons with decoupled visua...
<p>New horizontal connections form between neurons in the peri-LPZ and the border of the LPZ as well...
The top row shows the weight vectors of two typical output neurons that develop when the input neuro...
<p>Panel A shows the output of the synaptic activation function of each neuron (thin lines) as a fun...
Simulation parameters of the network model that has been manually prewired in order to produce head-...
<p>A. Network architecture. The network is composed of two interacting modalities. Each modality rec...
We study a self-organising neural network model of how visual representations in the primate dorsal ...
(a) The biophysical and LIF portions of the model on the cortical surface with delineations of corti...
We study a self-organising neural network model of how visual representations in the primate dorsal ...
<p>(A) The architecture of the model is composed of five populations of neurons. Three populations (...
<p><b>(A)</b> Initial connectivity matrix of the random network. Each excitatory neuron is connected...
<p>There are two populations of neurons, excitatory (green) and inhibitory (red). The inhibitory net...
The Figure shows the performance of the network model that has been manually prewired to produce hea...
The figure shows population analyses of the response properties of output neurons in the manually pr...
Results are shown for the model with peaked eye-position gain modulation before training (A) and aft...
<p>Analysis of one of the output neurons #170 from the model with input neurons with decoupled visua...
<p>New horizontal connections form between neurons in the peri-LPZ and the border of the LPZ as well...
The top row shows the weight vectors of two typical output neurons that develop when the input neuro...
<p>Panel A shows the output of the synaptic activation function of each neuron (thin lines) as a fun...
Simulation parameters of the network model that has been manually prewired in order to produce head-...
<p>A. Network architecture. The network is composed of two interacting modalities. Each modality rec...
We study a self-organising neural network model of how visual representations in the primate dorsal ...
(a) The biophysical and LIF portions of the model on the cortical surface with delineations of corti...
We study a self-organising neural network model of how visual representations in the primate dorsal ...
<p>(A) The architecture of the model is composed of five populations of neurons. Three populations (...
<p><b>(A)</b> Initial connectivity matrix of the random network. Each excitatory neuron is connected...
<p>There are two populations of neurons, excitatory (green) and inhibitory (red). The inhibitory net...