Advances in Neural Information Processing Systems 2 by David S. Touretzky (Editor) PDF

By David S. Touretzky (Editor)

ISBN-10: 1558601007

ISBN-13: 9781558601000

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2-1. 2-8b) In moving from Eq. 2-8a to Eq. 2-8b, the application order of the general linear operator O { ⋅ } and the integral operator have been reversed. 2-1. Decomposition of image function. 8 CONTINUOUS IMAGE MATHEMATICAL CHARACTERIZATION spatial variables (x, y). The second term in the integrand of Eq. 2-9) is called the impulse response of the two-dimensional system. In optical systems, the impulse response is often called the point spread function of the system. Substitution of the impulse response function into Eq.

1. Singularity Operators Singularity operators are widely employed in the analysis of two-dimensional systems, especially systems that involve sampling of continuous functions. 2-3b) In Eq. 2-3a, ε is an infinitesimally small limit of integration; Eq. 2-3b is called the sifting property of the Dirac delta function. The two-dimensional delta function can be decomposed into the product of two one-dimensional delta functions defined along orthonormal coordinates. 2-4) where the one-dimensional delta function satisfies one-dimensional versions of Eq.

Dichromats are people who possess two of the three types of cones. Both monochromats and dichromats can distinguish colors insofar as they have learned to associate particular colors with particular objects. For example, dark roses are assumed to be red, and light roses are assumed to be yellow. But if a red rose were painted yellow such that its reflectivity was maintained at the same value, a monochromat might still call the rose red. Similar examples illustrate the inability of dichromats to distinguish hue accurately.

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Advances in Neural Information Processing Systems 2 by David S. Touretzky (Editor)


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