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Polar representation of ellipsometric data

Applied Optics, 1986
This paper illustrates a way of representing the ellipsometric Δ and ψ parameters in polar form, which has some advantages over the Cartesian Δψ plots, and the Argand diagrams of the complex reflection coefficient ratio, which are currently in use.
R, Greef, M M, Wind
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Symbolic representation of hyperspectral data

Applied Optics, 1987
We have developed a symbolic representation of hyperspectral data using the scale space techniques of Witkin. We created a scale space image of hyperspectral data from convolution with Gaussian masks and then a fingerprint that extracts individual features from the original data.
M A, Piech, K R, Piech
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Data Representation

2020
Debbie L. Hahs-Vaughn, Richard G. Lomax
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Representation of Nonlinear Data Surfaces

IEEE Transactions on Computers, 1973
Summary: This paper is concerned with the use of ``intrinsic dimensionality'' in the representation of multivariate data sets that lie on nonlinear surfaces. The term intrinsic refers to the small, local-region dimensionality (\(mI\)) of the surface and is a measure of the number of parameters or factors that govern a data generating process.
Olsen, David R., Fukunaga, Keinosuke
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Colour representation of biomedical data

Medical and Biological Engineering and Computing, 1985
Recent developments in digital display technology have opened a wide range of possibilities for biomedical imaging. The opportunity to use colour is an important feature of video-display systems in clinical practice. Colour coding of biomedical data is a complex matter, which, however, may lead in many cases to an enhanced diagnostic interpretation of ...
J P, de Valk, W J, Epping, A, Heringa
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Representation of Data

1999
Information processing systems use a two-state technique. Information processed by them must be converted into symbols which can be understood and manipulated by these systems. The operation which consists of transforming the data into binary digits is called coding (also, encoding, or data coding).
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Data Representation

Technometrics, 1971
P. A. Lachenbruch   +2 more
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