A mathematical matrix used in digital imaging to reconstruct full-color images from incomplete color-filter array data in CMOS/CCD sensors.
| Parameter | Typical range | Notes & selection driver |
|---|---|---|
| Bit Depth | 8-bit to 16-bit precision | |
| Color Space | sRGB, Adobe RGB, ProPhoto RGB | |
| Algorithm Types | Bilinear, Edge-directed, Frequency-domain | |
| Processing Speed | 1-100 megapixels/second | |
| Matrix Dimensions | 3x3, 5x5, or 7x7 coefficients | |
| Power Consumption | 0.1-5W (depending on implementation) |
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This component is used in the following industrial products
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The Color Reconstruction Matrix is the specific mathematical implementation (set of coefficients) used within a demosaicing algorithm. The algorithm is the overall process, while the matrix is the tool that executes the color interpolation calculations.
Larger matrices (5x5, 7x7) generally provide better color accuracy and reduced artifacts but require more computational resources. Smaller matrices (3x3) are faster but may produce more color aliasing and false colors near edges.
No, matrices are typically optimized for specific sensor characteristics including pixel pitch, color filter array pattern, microlens design, and quantum efficiency. Using an incompatible matrix can cause color casts, moiré patterns, or resolution loss.
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