Vision
Research
Let’s take a simple and entertaining example to
illustrate the meaning of “uncertainty” in the field of vision. You have probably mused on and been amused
by the famous Necker cube, shown in the accompanying figure.
If you look intensely at the cube for a few
seconds, it will tend to “flip”. That
is, the near face of the cube changes place with the far face; the cube switches orientation from
protruding into the screen to protruding out of the screen.
The Schroeder reversing
staircase is another example of the multistable figure. After a few moments, most people experience
the staircase inverting, or turning upside down.
We can understand why
these figures change their apparent orientation with reference to our
leitmotif: perception as reduction in uncertainty (please refer to Overview
or Auditory Research). As the
process of perceiving (or “sensating”) proceeds, uncertainty about the nature
of the perceived object decreases. When
uncertainty reaches zero, the perception (or sensating) process
terminates. Stated another way, It
is not possible to perceive a certainty.
As we continue to observe the Necker cube or Schroeder staircase, we become more and more certain about the nature of the object we are viewing. When we have become perfectly certain, our image of the ingoing cube or upgoing staircase vanishes (we cannot perceive a certainty), and is replaced by the alternative image: the outgoing cube or the downgoing staircase. As that object becomes nearly certain to our brains, the orientation shifts again.
You can use this
knowledge about the nature of the sensating process, to make a prediction. Suppose that an image – of any object or
scene – is fixed in a stable position on the retina, which is the light- sensitive
portion of the eye, similar to the film in a camera. That is, the image
occupies exactly the same region on the back of the eye, so that no matter how
you might move, you cannot divest yourself of this image. The question is: What happens to your perception of that image? You can carry out a simple version of this
experiment by staring intently at a single small black circle (about one centimeter in diameter) drawn on a piece of paper,
trying very hard not to blink. Can you
predict what will happen to your perception of that black circle ? After thinking about the problem for a few
minutes, compare your thoughts with our own by clicking on the Ahahh! button.