Conference publications


XVI conference

Orthogonal operator projections

Kazakov O.A.

Moscow State Technological University “STANKIN”, 3a, Vadkovsky st., Moscow 127055, Russia, E-mail:

1 pp. (accepted)

The theory of decomposition method of a vector-function on orthogonal summered —symmetrical vector-function is represented. Components of these symmetrical vector-functions are results of previous component transformation by the element of finite multiplicative cyclic groups with linear operators. The generator of this group is selected cyclic symmetry group representation. This method consists in constructing orthogonal operator projections (operator matrices). It is considered properties of orthogonal operator projec-tions, constructing with using linear operators, which are representation in spaces real and complex periodic approximate functions of the group of finite time translation and the group of finite rotation.

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