week 4: psychophysics Flashcards

1
Q

what is sensation

A

how our sensory organs (eyes, ears, etc) convert physical/chemical info into signals that our NS can understand

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2
Q

what is perception

A

how we acquire info from the environment
how we process that info to form internal representation of the environment

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3
Q

what is cognition

A

how we use the internal representation to do more complex things

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4
Q

examples of sensation

A

psychophysics
vision
hearing

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5
Q

examples of perception

A

pattern recognition
mental imagery
attention and performance

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6
Q

examples of cognition

A

memory
problem solving
reasoning and decision making
navigation
language

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7
Q

what is difference threshold

A

the smallest change in a stimulus that can be detected

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8
Q

what is absolute threshold

A

the minimum intensity of a stimulus that can be detected

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9
Q

what is webers law

A

weber found that the size of the JND (just noticeable difference) is a function of the magnitude of a reference stimulus

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10
Q

what was fechners idea

A

if a weber fraction is constant for a given stimulus dimension, then the mind might use the weber fraction as a unit for perceiving that stimulus dimension

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11
Q

implication of fechners law

A

fechners law relates to internal experience (psyche) and physical environment (physics)

(psyche+physics=psychophysics)

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12
Q

what is fechners law about

A

the absolute. not relative, intensity of a stimulus

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13
Q

fechners law asserts that our:

A

psychological experience of the intensity of a stimulus tends to change less quickly than the actual change in stimulus intensity

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14
Q

what does fechners law relate to

A

fechners law relates internal experience (psyche) and physical environment (physics)

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15
Q

what is fechners law about

A

fechners law is about the absolute, not relative, intensity of a stimulus

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16
Q

fechners law asserts that:

A

our physical experience of the intesity of a stimulus tends to change less quickly than the actual change in stimulus

17
Q

why is it hard to measure thresholds

A

because humans are very good at perceiving

18
Q

methods to measure thresholds

A

methods of constant stimuli
methods of limits
staircase procedures

19
Q

method of constant stimuli

A

construct a set of stimuli with magnitudes ranging from above to below the presumed threshold value
present these stimuli a number of times in a random order
participants respond whether or not they detect the stimulus on each trial
plot the proportion of detections occurring at each stimulus magntitude
the threshold is taken as a magnitude at which the stimulus is detected a criterion proportion of the time (eg. 50%)

20
Q

advantages to the method of constant stimuli

A

allows the shape of the psychometric function to be established
provides an accurate estimate of threshold

21
Q

disadvantages to the method of constant stimuli

A

requires pre-testing to roughly estimate the threshold
wastes alot of trials which lie far from the threshold
it is difficult to measure changes in threshold over brief time periodss

22
Q

methods of limits

A

measures the threshold without determining the shape of the psychometric function

23
Q

types of series in method of limits

A

ascending and descending series in trials

24
Q

what is descending series in method of limits

A

present the stimulus at a suprathreshold level
decrease stimulus intensity in small steps until participants can no longer detect the stimulus

25
Q

what is ascending series in method of limits

A

present the stimulus at subthreshold level
increase stimulus intensity in small steps until participants can detect the stimulus

26
Q

advantages to method of limits

A

more efficient than method of constant stimuli
still reasonably accurate in determining the threshold

27
Q

disadvantages for method of limits

A

many trials are wasted as they are presented at intensities away from the threshold
participant may habituate (get used to giving a yes or no answer) and thus overshoot the true threshold
the overall shape of the psychometric function cannot be derived

28
Q

staircase procedures

A

they involve linked series of ascending and descending runs with each successive run being based on the outcomes of the preceding run
the stimulus is presented either above or below threshold and the intensity is changed in small steps until a reversal (change response) occurs
the procedure is terminated after a criterion number of reversals
the threshold is taken as the average of these reversal intensities

29
Q

why was staircase procedure designed

A

to overcome the problems surrounding the other methods

30
Q

advantages to staircase procedure

A

even more efficient than the method of limits
can be modified in a number of different ways to overcome other limitations

31
Q

disadvantages to staircase procedure

A

estimation of the threshold tends to require more complex calculations (especially when the procedure is modified), making it less intuitive

32
Q

why can we never perceive stimuli under perfect conditions

A

because there is always noise and we never know whether we are perceiving the true stimuli (signal) or the noise

33
Q

correct signal trials in signal detection

A

the level of activity will be above the criterion and lead to a correct yes response (hit)

34
Q

signal trials for signal detection that are incorrect

A

will have activity below the criterion leading to an incorrect no response (miss)

35
Q

what leads to a false alarm in signal detection

A

on some catch trials the level of activity may be above the criterion, leading to an incorrect yes response (false alarm)

36
Q

what leads to correct rejection in signal detection

A

on the other catch trials the level of activity will be below the criterion, leading to a correct no response (correct rejection)

37
Q

the separation between the signal+noise and noise distribution tells us:

A

how sensitive an observe is to that stimulus

38
Q

what is the measure of sensitivity called

A

d-prime (d’)

39
Q

how do we estimate d prime

A

the proportion of hits (or misses) tells us the location of the criterion relative to the signal+noise distribution
the proportion of flase alarms (or crrect rejections) tells us the location of the criterion relative to the noise distribution
convert these proportions to z scores
d’ is then the sum of these distances
d’=Z(FA)-Z(HIT) (=Z(FA)+{-Z(HIT)})