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Neural Circuits Lecture 18

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These revision notes delve into the developmental programs that control brain wiring to understand the cues that trigger neurons to take the correct shape and connect with appropriate partners. My revision notes also concisely explore how understanding neural circuit assembly suggests ways of treating the many neurological and psychiatric disorders that result from mistakes in brain wiring.

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Lecture 17


Neural Circuits

Modelling of Neural Circuits: Examples from the pyloric CPG of lobsters
nm
What is Modelling?
 Here’s a suggestion of a definition:
 Modelling (in biology) is making a representation of a
biological system with the intent of understanding it (better).

Different types of models
 Physical models
 Model of a skeleton
 Electronic circuit emulating a neuron
 Theoretical models
 Conceptual models (“box and arrow models”)
 Mathematical models
 Computer (numerical) models
 Biological models (systems)
 “The rat brain is a model system for the human brain”

Why do we need models?
 When we have enough data about the brain, won’t we understand how it
works?
 Models force us to make assumptions explicit
 We can only get so far with hypotheses expressed in intuitive
forms (e.g. ‘Visual experience affects visual development’)
 Enables many “virtual” experiments to be done, can pinpoint the one that
is most crucial
 Experiments can pinpoint holes in our understanding
 Can lead to unexpected predictions
 Often much quicker/easier to try out ideas
 Can guide the design of potential experiments
 Can help testing the self-consistency of a set of assumptions and
hypotheses
 However, Modelling is not actual hypothesis testing
 Can’t explain everything with a model
 Just because the model works doesn’t mean the brain will

What makes a good model?
 Model assumptions are consistent with all established facts
 The model itself is self-consistent
 Reproduces known data
 The model is stable (unless the system isn’t either)
 The model is structurally stable
 The model can make non-trivial predictions
 The model makes correct predictions

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