Repository logo
Log in(current)
Repository logoMIT Open ScholarshipDSpace@MIT
  1. Home
  2. Computer Science and Artificial Intelligence Lab (CSAIL)
  3. Artificial Intelligence Lab Publications
  4. AI Memos (1959 - 2004)
  5. Microelectronics In Nerve Cells: Dendritic Morphology and Information Processing

Microelectronics In Nerve Cells: Dendritic Morphology and Information Processing

Thumbnail Image
Download
Name

AIM-650.pdf

Size

11.4 MB

Format

Adobe PDF

Checksum (MD5)

77c3b130cb85367f2754f7c4466dd6d6

Thumbnail Image
Download
Name

AIM-650.ps

Size

15.62 MB

Format

PostScript

Checksum (MD5)

24ac8a0244ecc678e6a0cab557bfbba0

Author(s)
Poggio, Tomaso A
•
Torre, V.
Date Issued
October 1, 1981
Series/Report no.
AIM-650
Abstract
The electrical properties of the different anatomical types of retinal ganglion cells in the cat were calculated on the basis of passive cable theory from measurements made on histological material provided by Boycott and Wassle (1974). The interactions between excitation and inhibition when the inhibitory battery is near the resting potential can be strongly nonlinear in these cells. We analyse some of the integrative properties of an arbitrary passive dendritic tree and we then derive the functional properties which are characteristic for the various types of ganglion cells. In particular, we derive several general results concerning the spatial specificity of shunting inhibition in "vetoing" an excitatory input (the "on path" property) and its dependence on the geometrical and electric properties of the dendritic tree. Our main conclusion is that specific branching patterns coupled with a suitable distribution of synapses are able to support complex information processing operations on the incoming signals. Thus, a neuron seems likely to resemble an (analog) ISI circuit with thousands of elementary processing units ??he synapses ??ther than a single logical gate. A dendritic tree would be near to the ultimate in microelectronics with little patches of postsynaptic membrane representing the fundamental units for several elementary computations.
Persistent DSpace Link
http://hdl.handle.net/1721.1/6361
Repository logo
PrivacyPermissionsAccessibilityContact us
Repository logo
Notify us about copyright concerns.