Derives a lower bound for the p-norm of residues vectors in a rational class of complex functions and applies the result to autoregressive processes.
These functions will have as many poles as indicates the degree the polynomial of the denominator and, therefore, a series of Laurent associated to each pole
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On the residues vectors of a rational class of complex functions. Application to autoregressive processes
Derives a lower bound for the p-norm of residues vectors in a rational class of complex functions and applies the result to autoregressive processes.