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Applications of cross-correlation functions
Wear, 2011Abstract We describe several examples where we use cross-correlation functions to quantify the similarity of 2D surface profiles or of 3D areal surface topography images. The applications have included (1) the manufacture of standard reference material (SRM) bullets and casings, (2) methods to assess whether bullets or casings have been fired by the ...
T.V. Vorburger +6 more
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Unified Green’s Function Retrieval by Cross Correlation
Physical Review Letters, 2006It has been shown by many authors that the cross correlation of two recordings of a diffuse wave field at different receivers yields the Green's function between these receivers. Recently the theory has been extended for situations where time-reversal invariance does not hold (e.g., in attenuating media) and where source-receiver reciprocity breaks ...
Wapenaar, C.P.A. (author) +2 more
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Functional connectivity by cross-correlation clustering
Neurocomputing, 2002zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Dodel, S., Herrmann, J., Geisel, T.
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Local modes and cross-correlation functions
The Journal of Chemical Physics, 1983It is shown how the use of cross-correlation functions and their Fourier transforms provides a convenient probe of the division of the classical phase space for stretching vibrations of H2O into local, normal, and stochastic fractions. Resulting classical estimates for the numbers of total and local states, N(E) and Nl(E), respectively, as functions of
J. T. Muckerman, D. W. Noid, M.S. Child
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Pursley's aperiodic cross-correlation functions revisited
IEEE Transactions on Circuits and Systems I: Fundamental Theory and Applications, 2003Pursley's aperiodic cross-correlation function of one delay parameter, which plays an important role in the quasi-synchronous state, is revisited. Using sequences up-sampled by a factor of M, we generalize this function to the one with two discrete delay parameters which play an important role in asynchronous state.
T. Kohda, H. Fujisaki
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Cross-correlation of system outputs-ambiguity function
IEEE Transactions on Circuits and Systems, 1991Outputs of disjoint linear systems may be correlated for a nonstationary input process. For a nonstationary white input, the output cross-correlation function is simply characterized in terms of the generalized ambiguity function. An example is given for passive radiowave measurements with multiple individual sensors, in which case the ambiguity ...
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