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34.0 COMPUTATIONAL SENSORS: part introduction⧉

Most of this book takes the sensor as given, a grid of photosites integrating light into raw measurements from which RGB values are reconstructed, and asks what computation can do with the result. This part inverts the question: redesign the sensor itself. If a pixel value is an integral over the aperture, the pixel's area, wavelength, and time (Chapter 2.4, Image measurements as integrals over the plenoptic function), then a computational sensor is one that slices that integral differently, or measures something the conventional photosite throws away. The chapters survey the range: pixels that trade resolution for dynamic range or rearrange the color layout (Chapter 34.1, Assorted pixels, Chapter 34.2, Modern sensors (quad Bayer, in-sensor HDR, and beyond)); sensors that recover depth directly (Chapter 34.4, Depth sensors); detectors sensitive enough to count individual photons (Chapter 34.5, Single-photon sensors (SPAD, avalanche, photon counting)); sensors that read velocity by Doppler (Chapter 34.6, Doppler / velocity imaging), that fire only on change (Chapter 34.7, Event sensors) rather than on a clock, or that freeze ultra-high-speed events far beyond a normal frame rate (Chapter 34.10, Ultra High speed Imaging); plus specialized detectors and non-visual modalities (Chapter 34.8, Specialized and research sensors, Chapter 34.9, Extra sensors and non-visual data).

The sensor is a design variable, co-designed with the algorithm that reads it. Each chapter is the same move seen on the hardware side: change what is measured so that the computation downstream has more, or better-conditioned, information to work with. This is the choose the operator $A$ idea of Chapter 7.1, Imaging as Bayesian inference with probabilistic priors, pushed all the way down to silicon.


Contents of this part

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