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Application of Spectral Properties of Basic Splines in Problems of Processing of Multivariate Signals
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 Title & Authors
Application of Spectral Properties of Basic Splines in Problems of Processing of Multivariate Signals
Zaynidinov, H.N.; Yun, Tae-Soo; Chae, Eel-Jin;
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 Abstract
The paper is devoted to problem of spline approximation. A new method of nodes location for curves and surfaces computer construction in multidimensional spaces by means of B-splines is presented. The criteria are which links a square-mean error caused by high frequency spline distortions and approximation intervals is determined and necessary theorem is proved. In this method use a theory of entire multidimensional spectra and may be extended for the spaces of three, four and more variables. Future work: application area such as digital contents like animation, game graphic.
 Keywords
B-spline;Multidimensional;Curve;Functions;Variables;
 Language
English
 Cited by
1.
Piecewise-quadratic Harmut basis functions and their application to problems in digital signal processing, International Journal of Communication Systems, 2010, n/a  crossref(new windwow)