New filters for optical correlators

Nickolay N. Evtikhiev; Peter A. Ivanov; Alexey V. Kamensky; Rostislav S. Starikov

doi:10.1117/12.470110

7 June 2002 New filters for optical correlators

Nickolay N. Evtikhiev, Peter A. Ivanov, Alexey V. Kamensky, Rostislav S. Starikov

Proceedings Volume 4735, Hybrid Image and Signal Processing VIII; (2002) https://doi.org/10.1117/12.470110
Event: AeroSense 2002, 2002, Orlando, FL, United States

Abstract

Authors made theoretical research in building of correlation filters, using direct decomposition of integral transforms on correspondent orthonormal basis. The obtained filters have different properties, which are quite good for different image recognition problems: 1). Such filters itself have all properties of elementary function; 2). From the family of such filters we can easily make MACE filters (authors made it for the case of wavelet transform); 3). Invariant properties of filters of this family are determined by the presence of such properties in integral transform, which is the base for construction of such filters (so we can select these properties by the selection of the type of transform). Also authors made experimental check-up of modeling of results on a computer. Results of modeling shows good perspective of such filters in solving of such problems.

Citation Download Citation

Nickolay N. Evtikhiev, Peter A. Ivanov, Alexey V. Kamensky, and Rostislav S. Starikov "New filters for optical correlators", Proc. SPIE 4735, Hybrid Image and Signal Processing VIII, (7 June 2002); https://doi.org/10.1117/12.470110

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