npub15swlxudlhx4ttcgsd4556zuqrl57qndxmt4n3dnzrkqn89nxv6lsjzx855 (npub15sw…x855) This version of the Self Organizing Map competitive learning model doesn't need inhibition:
"One might ask why there are no inhibitory synapses or lateral inhibitory connections in this model. The simplest answer to that is that, unlike in the earlier models, they are not needed for self-organization, as proven here"
"Self-organizing neural projections", Kohonen, 2006
10.1016/j.neunet.2006.05.001
Although other biologically-grounded versions of SOMs incorporate E-I dynamics, like in https://mathematical-neuroscience.springeropen.com/articles/10.1186/s13408-020-00097-6
Holly A. Gultiano /
npub12g…h55ru
2023-12-05 01:41:55
in reply to nevent1q…5t9d
Author Public Key
npub12gvxrj7dnx4ylr6y5uuatp7wlga4n8ctr8t72trvtaaml8a2r3yqzh55ruPublished at
2023-12-05 01:41:55Event JSON
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"content": "nostr:npub15swlxudlhx4ttcgsd4556zuqrl57qndxmt4n3dnzrkqn89nxv6lsjzx855 This version of the Self Organizing Map competitive learning model doesn't need inhibition:\n\n\"One might ask why there are no inhibitory synapses or lateral inhibitory connections in this model. The simplest answer to that is that, unlike in the earlier models, they are not needed for self-organization, as proven here\"\n\n\"Self-organizing neural projections\", Kohonen, 2006\n10.1016/j.neunet.2006.05.001\n\nAlthough other biologically-grounded versions of SOMs incorporate E-I dynamics, like in https://mathematical-neuroscience.springeropen.com/articles/10.1186/s13408-020-00097-6",
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