Psychophysics Flashcards

1
Q

Difference Threshold

A

The smallest change in a stimulus that can be

detected (a.k.a. JND–Just Noticeable Difference)

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2
Q

Absolute Threshold

A

The minimum intensity of a stimulus that can be

detected

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3
Q

Weber’s law

A

Weber found that the size of the JND is a
function of the magnitude of a reference
stimulus
– For example, if a weight has to be 41 g
before it can be discriminated from a 40 g
reference weight (JND = 1 g), then the JND
would be 10 g for a 400 g reference weight
This constant ratio of JND and the intensity of a
reference stimulus (i.e., / ) is called the
Weber fraction for that stimulus dimension

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4
Q

Fechner’s law

A
Fechner built upon Weber’s findings
– Fechner’s idea: 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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5
Q

Implications of Fechner’s Law

A

• Fechner’s law relates internal experience
(psyche) and physical environment (physics)
– Psyche + physics → Psychophysics
• Fechner’s law is about the absolute, not relative,
intensity of a stimulus
– Turning the focus of research from difference
thresholds to absolute thresholds
• Fechner’s law asserts that our psychological
experience of the intensity of a stimulus tends to
change less quickly than the actual change in
stimulus intensity

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6
Q

How do we measure thresholds?

A

It is not always easy to measure thresholds in
part because we are so good as perceivers
– For example, we can (Galanter, 1962):
• sight a candle flame from a distance of 48 km on a clear dark
night
• hear a mechanical watch ticking at a distance of 6 m in a
noise-free environment
• taste a teaspoon of sugar dissolved in 7.6 liters of water
• smell one drop of perfume diffused through three rooms
• feel the wing of a fly dropped on our cheek from a height of 7
cm
Thus, procedures have been developed to
measure thresholds as precisely as possible
– Method of constant stimuli
– Method of limits
– Staircase procedures
• Each method has its advantages and
disadvantages

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7
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 magnitude
• The threshold is taken as the magnitude at which the
stimulus is detected a criterion proportion of the time
(e.g., 50%)
Typically, we don’t observe a clear cut
discontinuity between detectable and
undetectable stimuli in this psychometric
function

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8
Q

Method of constant stimuli advantages

A

Advantages
– Allows the shape of the psychometric function to be
established
– Provides an accurate estimate of threshold

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9
Q

Method of constant stimuli disadvantages

A

– Requires pre-testing to roughly estimate the threshold
– Wastes a lot of trials which lie far from the threshold
(making this method time-consuming)
– It is difficult to measure changes in threshold over
brief time periods with this method

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10
Q

Method of limits

A

This method measures the threshold without
determining the shape of the psychometric
function
• The method of limits uses ascending and
descending series of trials
– Descending series
• Present the stimulus at a suprathreshold level
• Decrease stimulus intensity in small steps until participants
can no longer detect the stimulus
– Ascending series
• Present stimulus at a subthreshold level
• Increase stimulus intensity in small steps until participants
can detect the stimulus
The threshold is the average of the limits from
each of the ascending and descending runs

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11
Q

Method of limits advantages

A

Advantages
– More efficient (i.e., quicker) than the method of
constant stimuli
– Still reasonably accurate in determining the threshold

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12
Q

Method of limits disadvantages

A

Many trials are still “wasted” as they are presented at
intensities away from the threshold
– Participant may habituate (get used to giving a “yes”
or “no” response) and thus overshoot the true
threshold
– The overall shape of the psychometric function
cannot be derived

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13
Q

Staircase procedures

A

Staircase procedures are designed to overcome
these problems
– They involve linked series of ascending and
descending runs with each successive run being
based on the outcome 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 in response) occurs
– The direction of change is then reversed when
another reversal in response occurs
– The procedure is terminated after a criterion number
of reversals
– The threshold is taken as the average of these
reversal intensities

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14
Q

Staircase procedures advantages

A

– Even more efficient than the method of limits
– Can be modified in a number of different ways to
overcome other limitations

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15
Q

Staircase procedures disadvantages

A
Estimation of the threshold tends to require more
complex calculations (especially when the procedure
is modified), making it less intuitive
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16
Q

Signal Detection

A

We can never perceive stimuli under the perfect
condition
– There is always some noise, even when there are no
stimuli in the environment
• And we can never know whether we are
perceiving the true stimuli (signal) or the noise
• As a result, often, what we do is to use a certain
criterion with which we (unconsciously) decide
that we have perceived the signal
• On some signal trials the level of activity will be
above the criterion, leading to a correct “yes”
response (hit)
• On other signal trials the level of activity may be
below the criterion, leading to an incorrect “no”
response (miss)
• On some catch trials the level of activity may be
above the criterion, leading to an incorrect “yes”
response (false alarm)
• On other catch trials the level of activity will be
below the criterion, leading to a correct “no”
response (correct rejection)