Lecture 17 Flashcards
What is the correspondence problem?
the question of how we ‘line up’ what’s
happening in one retina with what’s happening in the other (e.g. determining
whether an object falls on corresponding points)
What is one possible solution to the correspondence problem?
the visual system to
rely on the specific
features of objects to
help ‘keep track’ of
what is creating an
image/where
What are binocular
depth cells or disparity selective cells?
Neurons have been found that respond best to
binocular disparity
What are disparity tuning curves?
plot neural response
as a function of disparity
Describe visual angle
Visual angle refers to the angle
of an object relative to the
observer’s eye
- There are 360 degrees around
the circumference of the eye - 1 degree = 1/360 of this
circumference - That equates to an image of
about 0.3 mm
Describe the Holway and Boring study (first phase)
Holway and Boring (1941): Presented a luminous test circle down the right
corridor, and a luminous comparison circle down the left
- Comparison circle was always 10 feet away
- Test circles ranged from 10-120 feet
- Participants were asked to adjust the diameter of the comparison circle to match the test circle
- In the first phase, participants were presumably able to adjust the comparison circle to accurately match the test circle by relying on various depth cues
(binocular disparity, shading, etc.), in addition to visual angle
Describe the Holway and Boring study (second phase)
In the second phase, the various depth cues were systematically eliminated
(view though one eye to eliminate binocular disparity, dim lighting to reduce
shadows, etc.)
- When those various depth cues were eliminated, the responses produced by
participants suggested they began relying on visual angle alone to judge size - Because this is not an accurate way to judge distance (because stimuli have
smaller/larger visual angles as they get farther away/closer), accuracy in the
second phase was very poor
Describe the results of Holway and Boring’s study
The dashed
line marked physical size is the
result that would be expected if the
observers adjusted the diameter of
the comparison circle to match the
actual diameter of each test circle.
The line marked visual angle is the
result that would be expected if the
observers adjusted the diameter of
the comparison circle to match the
visual angle of each test circle.
What is the size-distance scaling formula?
S = R x D
S = perceived size
R = retinal size
* D = perceived distance
What other things influence size perception?
texture gradients (pictures on the left), relative size (pictures on the right)
Describe the Muller - Lyer illusion
The Müller-Lyer illusion: Straight lines with
inward fins appear shorter than straight lines
with outward fins
- Lines are actually the same length
- One proposed explanation for this illusion
involves misapplied size-constancy scaling
(of a form that works in 3-D but is misapplied
for 2-D objects
How is the illusion perceived?
- Observers unconsciously perceive the fins as belonging to outside and inside
corners - Outside corners seem closer (appear to ‘jut
out’), and thus are treated as such - Inside corners seem further away (appear to
‘recede’), and are treated that way - If equivalently sized images are formed on the retina, and one is judged to be
farther away, it will be perceived as larger (thus, the
‘inside corner’ is judged
as larger because it is perceived as being an equivalent size but farther away)
Describe conflicting cues theory
- Another proposed explanation is the conflicting cues theory, which states that our perception of line length depends on two factors:
- The actual length of the vertical lines
- The overall length of the figure
* The conflicting cues are integrated into a
compromised perception of the length
(e.g. might apply for version at right?)
Describe the Ponzo illusion
- The Ponzo illusion: Horizontal rectangular
objects are placed over railroad tracks in a
picture - The far rectangle appears larger than the
closer rectangle but both are the same size - Misapplied size-constancy scaling may offer
an explanation (same retinal image formed,
yet perceived to be at different distances, will
be perceived as being different actual sizes)
Describe the Ames room
- Two people of equal size appear very different in
size in an Ames room - The room is constructed so that the shape looks
like a normal room when viewed with one eye - The actual shape has the left corner twice as far
away as the right corner