Wavelet-based isometric conversion between dimension and resolution and some of its applications

Lubomir Dechevsky; Joakim Gundersen; Arnt Kristoffersen

doi:10.1117/12.740643

2 October 2007 Wavelet-based isometric conversion between dimension and resolution and some of its applications

Lubomir Dechevsky, Joakim Gundersen, Arnt Kristoffersen

Proceedings Volume 6763, Wavelet Applications in Industrial Processing V; 67630Q (2007) https://doi.org/10.1117/12.740643
Event: Optics East, 2007, Boston, MA, United States

Abstract

In this paper we provide an overview about an orthonormal (multi) wavelet-based method for isometric immersion of smooth n-variate m-dimensional vector fields onto fractal curves and surfaces. This method was proposed in an earlier publication by two of the authors, with the purpose of extending the applicability of emerging GPU-programming to rich diversity of multidimensional problems. Here we propose (in Section 3) several directions for upgrading the method, with respective new applications.

Citation Download Citation

Lubomir Dechevsky, Joakim Gundersen, and Arnt Kristoffersen "Wavelet-based isometric conversion between dimension and resolution and some of its applications", Proc. SPIE 6763, Wavelet Applications in Industrial Processing V, 67630Q (2 October 2007); https://doi.org/10.1117/12.740643

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