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We introduce and develop the concept of (linear) shift representation.
The z transform is a powerful method for solving linear, shift invariant difference equations.
In my master's thesis I developed a coding scheme for bank computers based on so-called linear shift registers.
This uniform growth mode corresponds to a nearly linear shift of the A1g peak as a function of d WO3.
Due to index change of the ambient medium, the transmission spectrum experiences linear shift with a large dynamic range.
Linear shift in the surface plasmon band of nano alloy was observed with increase in concentration of the copper ion.
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We are assuming that the HVS can be represented by a linear shift-invariant system [16] represented by.
Evaluating the response of a linear shift-invariant system is a problem that occurs frequently in a wide variety of science and engineering problems.
By a directional filter bank, we understand a set of three linear shift-invariant filters represented with their kernels B = { K ( 1 ), K ( 2 ), K ( 3 ) }.
Formation of in-line Fresnel holograms can be modelled by a linear, shift-invariant system with a quadratic phase impulse response [56].
This is based on the assumption that the HVS can be represented by a linear shift-invariant system [16] represented by.
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