Fourier Analysis, Synthesis, and CSF (M2) Flashcards
What does adding more and more harmonics to a Fourier synthesis get a closer approximation to?
the square wave
Describe the visual system as a Fourier analyzer.
RGCs have varying receptive fields that act as more than one type of “spatially-tuned channel” that come together to make up the entire visual system
When the stimulus is a low spatial frequency what happens in terms of the center-surround receptive field?
response is minimal because it is excited/inhibited about the same amount (different than blur)
From the highest point in the CSF window of visibility, what causes a the loss of contrast sensitivity when the spatial frequency is decreasing?
loss due to lateral inhibition
When the stimulus is at a “best” spatial frequency what happens in terms of the center-surround receptive field?
response is strong because it is excited by the center and inhibition is reduced in the surround
When the stimulus is a high spatial frequency what happens in terms of the center-surround receptive field?
response is minimal because it is excited/inhibited about the same amount
What can express every possible stimulus as a sum of sine waves?
Fourier synthesis
What type of spatial frequency filters respond to the fine spatial structure of the world?
high
What type of spatial frequencies does the Parasol/Magno pathway relay information?
low spatial frequencies
What type of spatial frequency filters encode course luminance variations in the world (large objects and overall shape)?
low
What does the CSF data of infants show? 1. Who else has results like these? 2
- infants use their peripheral retinas for tasks
2. albinos
From the highest point in the CSF window of visibility, what causes a the loss of contrast sensitivity when the spatial frequency is increasing?
loss due to blur
What type of spatial frequencies does the Midget/Parvo pathway relay information?
all spatial frequencies, including high frequencies
What can the sine waves that make up a stimulus be expressed as?
a spectrum in the spatial frequency domain
What can analyze every possible stimulus into a series of component sine waves?
Fourier analysis