Method of defining coefficients for use in interpolating...

Image analysis – Color image processing – Color correction

Reexamination Certificate

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C382S279000, C382S300000, C358S296000

Reexamination Certificate

active

06970597

ABSTRACT:
A method for generating coefficients for a set of convolution kernels for use in interpolating pixel values in an image sensor is described. The coefficients are computed by applying a constraint matrix specifying one or more constraints. The method includes generating ideal sensor data representative of a test image in a first color plane, generating sensor data of the test image, generating f data matrices including pixel data from multiple neighborhoods of pixels in the pixel array, and determining the coefficients for f convolution kernels using the ideal sensor data, the f data matrices and by applying one or more constraints. The use of a constraint matrix greatly simplifies the computation of the coefficients and can be applied in image processing to generate a high quality full color image.

REFERENCES:
patent: 3971065 (1976-07-01), Bayer
patent: 4642678 (1987-02-01), Cok
patent: 5373322 (1994-12-01), Laroche et al.
patent: 5475769 (1995-12-01), Wober et al.
patent: 5629734 (1997-05-01), Hamilton, Jr. et al.
patent: 5901242 (1999-05-01), Crane et al.
Brainard, David H., “An Ideal Observer for Appearance: Reconstruction from Samples,” (Dec. 1995) pp. 1-19.

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