Information Sciences: an International Journal
Applied Numerical Mathematics
Algorithm for analyzing n-dimensional hilbert curve
WAIM'05 Proceedings of the 6th international conference on Advances in Web-Age Information Management
A cache-aware algorithm for PDEs on hierarchical data structures
PARA'04 Proceedings of the 7th international conference on Applied Parallel Computing: state of the Art in Scientific Computing
A parallel implementation of the SCAN language
Computer Languages
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A fractal curve first discussed by Giuseppe Peano has useful statistical properties in image processing. The curve can act as a transform between a line and n-dimensional space retaining some of the spatially associative properties of the space. Applications of the curve include multispectral image display, compression in the color and spa-tial domain, classification, and color display. The technique enables the display of high quality color images on a frame store capable of displaying only 256 colors simultaneously. A logically ordered and complete set of colors for false color work can be selected. An im-provement in compression by about 3X for color images can be ob-tained by using this method in conjunction with an existing spatial compression technique. A simple algorithm for constructing the curves is shown.