pyFDN.loop_tf#
- pyFDN.loop_tf(delays, A)[source]#
Loop transfer function
P(z) = diag(z^m) - Aas a polynomial matrix.Coefficients are stored in the
z^1convention along axis 2 (descending powers of z, last slice = z^0). A polynomial feedback matrix (N, N, K) in z^{-1} convention is placed at the low-power end, i.e. the result isdiag(z^m) - z^{K-1} A(z)(multiplied through byz^{K-1}to clear negative powers), matchingloopTF.m.- Return type: