Abstract:- In this paper we study the mathematical foundations of the phenomenon of multiplicative scaling of synaptic weights (strengths). The Hebbian learning rule that gave rise to the entire neural network area is only an approximation of what happens in Central Nervous System synapses. Conditional probabilities are postulated to match biological synaptic strengthening in a more realistic way. Multiplicative scaling of synaptic weights is a consequence of conditional probabilities calculation taking place at the level of synapses. Normalization of post-synaptic activity is also involved in the scaling (or normalization) of synapses
Thesis (Ph. D.)--Massachusetts Institute of Technology, Dept. of Brain and Cognitive Sciences, 2005....
In this paper, the presynaptic rule, a classical rule for hebbian learning, is revisited. It is show...
<p><b>B</b>. Distribution of synaptic weights for , at maximal capacity (). Red: analytical calculat...
Synaptic normalization is used to enforce competitive dynamics in many models of developmental synap...
Homeostatic scaling of synaptic strengths is essential for maintenance of network ‘‘gain’’, but also...
Conventional synaptic plasticity in combination with synaptic scaling is a biologically plausible pl...
Conventional synaptic plasticity in combination with synaptic scaling is a biologically plausible pl...
Unconstrained growth of synaptic activity and lack of references to synaptic depression in Hebb‟s po...
<p>Comparing the distributions of the synaptic weights at critical capacity for three different valu...
Synaptic plasticity is a crucial neuronal mechanism for learning and memory. It allows synapses to c...
<p>The distribution of synapse strengths are plotted at the end of a s simulation; in <b>A</b> ther...
<p>(A) An example set of generative fields for unconstrained (left column) and normalized (right col...
<div><p>Feedforward inhibition and synaptic scaling are important adaptive processes that control th...
Nature has always inspired the human spirit and scientists frequently developed new methods based on...
Generating functionals may guide the evolution of a dynamical system and constitute a possible route...
Thesis (Ph. D.)--Massachusetts Institute of Technology, Dept. of Brain and Cognitive Sciences, 2005....
In this paper, the presynaptic rule, a classical rule for hebbian learning, is revisited. It is show...
<p><b>B</b>. Distribution of synaptic weights for , at maximal capacity (). Red: analytical calculat...
Synaptic normalization is used to enforce competitive dynamics in many models of developmental synap...
Homeostatic scaling of synaptic strengths is essential for maintenance of network ‘‘gain’’, but also...
Conventional synaptic plasticity in combination with synaptic scaling is a biologically plausible pl...
Conventional synaptic plasticity in combination with synaptic scaling is a biologically plausible pl...
Unconstrained growth of synaptic activity and lack of references to synaptic depression in Hebb‟s po...
<p>Comparing the distributions of the synaptic weights at critical capacity for three different valu...
Synaptic plasticity is a crucial neuronal mechanism for learning and memory. It allows synapses to c...
<p>The distribution of synapse strengths are plotted at the end of a s simulation; in <b>A</b> ther...
<p>(A) An example set of generative fields for unconstrained (left column) and normalized (right col...
<div><p>Feedforward inhibition and synaptic scaling are important adaptive processes that control th...
Nature has always inspired the human spirit and scientists frequently developed new methods based on...
Generating functionals may guide the evolution of a dynamical system and constitute a possible route...
Thesis (Ph. D.)--Massachusetts Institute of Technology, Dept. of Brain and Cognitive Sciences, 2005....
In this paper, the presynaptic rule, a classical rule for hebbian learning, is revisited. It is show...
<p><b>B</b>. Distribution of synaptic weights for , at maximal capacity (). Red: analytical calculat...