Tensor real generalized eigenvalues and eigenvectors for m≠m'
lambda = rteneig(A,B) returns a vector containing the real generalized eigenvalues of the pair, (A,B), that satisfy the equation Av m-1 = λBv m'-1, where A is an n-dimensional tensor of order m, B is an n-dimensional tensor of order m', v is a row vector of length n, and λ is a scalar. The values of λ that satisfy the equation are the B-eigenvalues. The corresponding values of v are the B-eigenvectors.
eeig | heig | zeig | tensor2poly | NwtnHomotopy | evalTensorEig