Robust exact uniformly convergent arbitrary order differentiator

An arbitrary order differentiator that, in the absence of noise, converges to the true derivatives of the signal after a finite time independent of the initial differentiator error is presented. The only assumption on a signal to be differentiated (n−1)-times is that its n-th derivative is uniformly bounded by a known constant. The proposed differentiator… CONTINUE READING

5 Figures & Tables

Topics

Statistics

0204020142015201620172018
Citations per Year

73 Citations

Semantic Scholar estimates that this publication has 73 citations based on the available data.

See our FAQ for additional information.