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130 results about "Formation matrix" patented technology

In statistics and information theory, the expected formation matrix of a likelihood function L(θ) is the matrix inverse of the Fisher information matrix of L(θ), while the observed formation matrix of L(θ) is the inverse of the observed information matrix of L(θ). Currently, no notation for dealing with formation matrices is widely used, but in books and articles by Ole E. Barndorff-Nielsen and Peter McCullagh, the symbol jⁱʲ is used to denote the element of the i-th line and j-th column of the observed formation matrix.

Color solid-state image pickup device and method for reading out pixel signals

A color solid-state image pickup device includes a pixel section having sets of a total of four adjacent pixels arrayed 2×2 in horizontal and vertical directions. Each of the sets consists of an first pixel serving as an upper left pixel and having a first spectral characteristic, a second pixel serving as an upper right pixel and having a second spectral characteristic, a third pixel serving as a lower left pixel and having a third spectral characteristic, and a fourth pixel serving as a lower right pixel and having a fourth spectral characteristic. The pixel section is formed by arraying the sets in the horizontal and vertical directions so that the sets form a matrix. The color solid-state image pickup device uses, as a unit of addition, a total of 16 pixels consisting of four adjacent sets arrayed 2×2 in the horizontal and vertical directions. The color solid-state image pickup device adds up and reads out respective pixel signals of the pixels. The color solid-state image pickup device creates a luminance signal by adding up and reading out respective pixel signals of the first, second, third, and fourth pixels constituting the set. This makes it possible to achieve both high sensitivity and high resolution by inhibiting the resolution from being reduced by adding up pixel signals.
Owner:SHARP KK
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