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On the autocorrelation functions of right cylindrical particles
Acta Crystallographica Section A Foundations of Crystallography, 2003The autocorrelation function of a finite particle with the shape of a right cylinder is determined by the autocorrelation function of the particle right section, whatever the latter's shape, and by the cylinder height. In fact, the first function is an integral transform of the second with a simple kernel depending on the cylinder height. This integral
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Autocorrelation Functions in Geology
1970By using a method originally developed by P. Whittle, it is shown that a continuous random variable in three-dimensional space has an exponential autocorrelation function if it is subject to a property analogous to the Markov property in time-series analysis.
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Examples of Autocorrelation Functions
1997The principal instrument for the description of the fluctuations of spin interactions following from molecular dynamics is the autocorrelation function, which is preferably used in its reduced form. In the following sections, typical examples of correlation function formalisms will be delineated.
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A note on the bounds on autocorrelation functions (Corresp.)
IRE Transactions on Information Theory, 1955Recently, bounds were shown to exist on the transient response of networks whose system functions were appropriately restricted. Since the impulse response and real part, of the system function are Fourier cosine transforms of each other and the autocorrelation function and power spectrum for stationary processes are similarly related, many of these ...
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The autocorrelation function and binocular brightness mixing
Vision Research, 1969Abstract In this investigation a theoretical model of binocular brightness mixing is tested. According to the model, the brightness of the binocular combination of any pair of monocular brightnesses is equal to the vector sum of the monocular brightnesses, each monocular brightness being weighted in proportion to the contour and contrast properties ...
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Measurement: Journal of the International Measurement Confederation, 2023
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THE AUTOCORRELATION FUNCTION AND THE SPECTRAL DENSITY FUNCTION
Biometrika, 1955openaire +2 more sources