A collection of fragments of understanding in the pursuit of deeper questions.
Artificial vs Neuromorphic Intelligence
Synapses vs Neurons
Dale's Principle In 1935, Sir Henry Dale hypothesized that a neuron extends its metabolic activity from the soma to all of its processes. In 1954, Sir John Eccles reformulated this principle to say that "neurons release the same set of transmitters at all of their synapses".
Dale's Law: In practice Dale's law requires neurons to be only excitatory or only inhibitory. A neuron cannot excite some targets and inhibit others. All projections of excitatory neurons can have only positive synaptic weights. All projections of inhibitory neurons can only have negative weights.
Dendrites The active electrical properties of dendrites shape neuronal input and output and are fundamental to brain function. They can implement analog signal processing, digital logic, and state dependent computations. These properties enable neocortical pyramidal neurons to classify linearly non-separable inputs - a computation conventionally thought to require multilayered networks. Recently it has even been hypothesized that there are multiple "Dendritic solutions to the credit assignment problem".
The Neocortex The neocortex is the newest part of the cerebral cortex to evolve. It is a distinguishing feature of mammals. In humans, it is 90% of the cerebral cortex and 76% of the entire brain.
The Canonical Micro-Circuit Across all areas of Neocortex
Cortical Computation
Model of Synapses
![]() |
![]() |
![]() |
![]() |
|---|
The First Models of Neurons
![]() |
![]() |
|---|
![]() |
![]() |
|---|
![]() |
![]() |
|---|
Models of Neurons in Neural Networks The McCulloch&Pitts model quickly became extremely popular, and dominated the Artificial Neural Network scene for decades. Why? Isomorphism with calculus of logical propositions. In the hands of John Von Neumann, the McCulloch&Pitts model became the basis for the logical design of digital computers.
