570 likes | 642 Views
V1 Physiology. Questions. Hierarchies of RFs and visual areas Is prediction equal to understanding? Is predicting the mean responses enough? General versus structural models? What should a theory of V1 look like? How is information represented in V1?. The cortex.
E N D
Questions Hierarchies of RFs and visual areasIs prediction equal to understanding? Is predicting the mean responses enough?General versus structural models? What should a theory of V1 look like? How is information represented in V1?
Visual Areas in the Nonhuman Primate Felleman & van Essen
Monkey V1 – Orientation Tuning Receptive field
Monkey V1 – Orientation Map Orientation map What generates the map? How does it develop? What is the role of experience? What is its functional significance (if any)? How are receptive field properties distributed with respect to the map features (such as pinwheels)? What is the relationship to other maps (retinotopy)?
Monkey V1 – The Ice Cube Model Orientation columns
Hierarchy of Receptive Fields Simple cells Concentric on/off Complex cells Hyper-complex Grandmother
Monosynaptic connectivity from thalamus to layer 4 Analysis of monosynaptic connections Alonso, Usrey & Reid (2001)
Monosynaptic connectivity from thalamus to layer 4 The “sign rule” of thalamo-cortical connectivity Reid & Alonso (1995) Alonso, Usrey & Reid (2001)
Yet F1/F0 distributions are bimodal Skottun et al (1991)
There appears to be a continuum of responses Priebe et al, 2004
Beware of bounded indices Priebe et al, 2004
Laminar distribution of F1/F0 Same in cat (Peterson & Freeman; but see Martinez et al)
Stochastic stimuli Conditional Stimulus Distributions P(s) P(s | spike) How are the original and conditional stimulus distributions different?
Simple-cell nonlinearities: Saturation Carandini, Heeger & Movshon (1996)
Saturation depends on orientation Carandini, Heeger & Movshon (1996)
Simple-cell nonlinearities: Masking Carandini, Heeger & Movshon (1996)
‘Non-specific’ gain control can shape tuning selectivity
Going beyond the modeling of mean responses Why is the cortical state important? Response, Cortical State, Stimulus, • The response to sensory stimulation at any one time is a function of both the recent history of the stimulus and the cortical state. • If the ongoing cortical activity is noise then: • Measure the mean response to sensory stimulus • Measure how the mean response varies with stimulus parameters.
The vending machine analogy The ‘vending machine’ analogy Response, Current State, Stimulus, Count up to 75¢ and deliver a coke (a deterministic machine)
The vending machine analogy The ‘vending machine’ analogy 50¢ 25¢ 0¢ Count up to 75¢ and deliver a coke (a deterministic machine)
The vending machine analogy The ‘vending machine’ analogy Response, Current State, Stimulus, Count up to 75¢ and deliver a coke (a deterministic machine)