Recognition of group point objects in three-dimensional space
Ya.A. Furman and D.G. Khafisov
Yoshkar-Ola
Pages: 3-15
Abstract
Quaternion signals specifying a group point object located in a three-dimensional space are considered. A similarity measure of these signals is introduced in the form of their scalar product. A quaternion matched filter is synthesized. Using the minimum distance criterion, the problem of recognizing completely known signals, signals with an unknown initial quaternion and unknown rotation angle is solved.
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