Decision Making Flashcards
How can sensory inputs help you with decision making?
It can help you to decide if a decision will be good or bad
Describe the perceptual decision making test you can do in a lab with dots?
You move / flash dots and get a person to decide whats happening:
Make dots more left for instance = easy to DECIDE which way dots are moving
You can make some of the dots flicker and test movement = harder decision
You can have almost all the dots flicker and some to move left = much harder.
What are david Marr’s 3 levels of analysis?
This helps us to study biological problems and decision making
In order to understand perceptual decision making mainly:
Question one - whats the computational problem
- what are you trying to solve? E.g. deciding which way a dot is moving
Question 2 - what is the algorithm
- what does the sensory information you’re given tell you?
- some dots are flashing and some are moving
Question 3?
- what physical implementation should be taken?
- in reference to dot experiment you could increase neuronal activity to help us to better see which way the dots are moving
What is the drift diffusion model of evidence accumulation?
This relates sensory inputs to whether they match a boundary or not
Essentially if you have enough sensory input which meets a boundary (as in enough evidence to tell you something is fact) then you can a decision.
Whereas if you didnt have enough sensory input to tell you something is fact (then you would have a non match batch boundary)
A typical behavioural experiment?
A human or monkey looks at fixed dots on computer screen
They move right or left
A camera tracks their eyes
Rt = reaction time from when a stimulus appears and how long it takes a subject to respond.
What is weird in the distribution Of reaction times in the typical behavioural experiment with dots?
The data is not gaussian (doesnt make a bell curve)
We need to transform it so we can make a Gaussian graph
How to make a Gaussian plot (a bell curved graph)? And why do we want this?
To make a graph guassian you plot the reciprocal of latency (divide by one). This just means 1 / reaction time
the type of question will likely ask whats wrong with a particular graph that measures decision making. The answer will probably be that the data isnt in the centre of the graph and isnt bell curved.
We want Gaussian distributions which a bell curved to find commonalities and extremes in data.
In the example of dots and reaction times will help you to find common reaction times
What is the equation for accumulating evidence (R)?
R = A/T which is the same as t =A/R
Note the first equation means evidence accumulation rate (R) is equal to 1 (A) / reaction time (T) REMEMBER this!!
Also remember that to get a Gaussian distribution from this you do the reciprocal or reaction time 1/T
R = rate of accumulating evidence before a decision is made
T = reaction time
A = height of decision bound.
Describe the reaction time in drosophila task? And what is the skew in data?
Put flies in a chamber
They choose between a ‘really’ bad odour and a ‘’less’’ bad odour
In the easy DECISION making test the really bad odour is at 0.1 conc of its normal concentration. This is easy to detect as the really bad odour is fairly strong. This is a QUICK response and the flies choose the less bad odour
In the hard task the really bad odour is at 0.9 concentration - flies makes more mistakes and hesitate to decide if the odour is the really bad odour and how to respond to it. They take a much LONGER time
The harder the odour test is, there is a right skew (as in reaction time becomes slower)
Describe the speed accuracy test: what can we decide from it?
A mouse pokes its nose in an odour port - when it hears a buzz it has to stop sniffing and choose a water port based on the odour it smelled. Rewards for the correct port.
Assume it has to go towards a smell which gives a reward.
Conclusion:
The longer a mouse has to decide the more accurate of a decision it makes.. when the time it has to sample a smell is cut short by a bell the mouse makes a less accurate decision.
Thus increasing the SPEED the mouse has to detect a smell DECREASES accuracy
What does the speed accuracy test - which tells about how speedy decision affect accuracy in mice, tells us about making decisions too early?
Making decisions too early and deciding on evidence too early makes you make the wrong judgements
Thus you should leave experiments for longer periods of time so MORE evidence can be accumulated so a decision can be made
What if evidence is similar? ( as in what if two smells you have to decide between are very similar)
Then its harder to make a decision
Thats why long evidence accumulation is required.
What might happen to the time it takes to hit a decision boundary when in a life of death scenario?
The decision bound time is smaller
In the drift diffusion model (looking if you have enough evidence to meet a boundary to decide if something is fact) overtime?
Decision bound times may decrease
This may be to familiarity or urgency
What region of a monkeys brain is responsible for sending signals for the monkey to move its eyes?
The visual cortex - particularly the lateral intraparietal areas and its neurones.