pyFDN.det_polynomial#
- pyFDN.det_polynomial(polynomial_matrix)[source]#
Determinant of a polynomial matrix in the z^{-1} convention.
Coefficients are ordered as [z^0, z^{-1}, z^{-2}, …] along axis 2. Uses an FFT-based approach: evaluate at DFT points, compute scalar det at each frequency, then IFFT back.
- Parameters:
polynomial_matrix (
ndarray) – shape (N, N, L), polynomial matrix entries.- Returns:
- 1-D array of determinant polynomial coefficients,
ordered [z^0, z^{-1}, …], trimmed to the actual degree.
- Return type:
determinant