here:
http://www.dsp.ece.rice.edu/cs/cscamera/
and in english,
http://news.bbc.co.uk/2/hi/6263551.stm?lsm
http://www.dsp.ece.rice.edu/cs/cscamera/
and in english,
http://news.bbc.co.uk/2/hi/6263551.stm?lsm
The mirror elements not pixels meh? Just the reverse of the TI DMD only mah.. Then how to control shutter speed?
dunno much about the concept, but you have some really amazing pictures in your flickr gallery!
If you have a few million mirror elements, you will need an equivalent number of "reading"s in order to get the image. Hence the processing capability of the camera is tremendous.the mirror elements does not act as pixel elements. They act as basis functions (random or predefined. if its simply on/off mirror, it could be like a hadamard).
the mirror elements+2nd Lens combo behave like a projection function, and the single ccd "array" records, equivalently, the projection results, which mathematically is a scalar coefficient.
to reconstruct the image via linear transformation, they need say a few thousand coefficients, thus a few thousand sequential read off from this single ccd.
in jpeg compression, we are also using only a few thousand "readings" out of the millions to get back the "degraded" image.
If you have a few million mirror elements, you will need an equivalent number of "reading"s in order to get the image. Hence the processing capability of the camera is tremendous.
If you have only one sensor, the light collected on the sensor is no more than the result of interference of all the photons detected on the sensor. Hence in order to reconstruct the image, you need to know the quantum mechanical states of each photon detected by the sensor. From the article, I assume that each mirror transmit a photon or an ensemble of photons of similar states. So each mirror constitutes a variable to the equation, and since there are millions of mirror,it will correspond to a million discrete variables. That's why to decipher each variable, you need an equal number of readings to construct a simultaneous equation.
Sound too good to be true. But the cost of 1bit D/A converter is much much cheaper than their multi bits brothers. And ears (for most of us, but not for those golden ears) can't distinguish the quality.