Transformed statistical distance measures and the fisher information matrix - Klein, André; Spreij, Peter (Linear algebra and its applications, 2012)
Keywords: Algebra; Applied sciences; Euclidean distance; Exact sciences and technology; Fisher information matrix; Givens rotation matrix; Information theory; Information, signal and communications theory; Linear and multilinear algebra, matrix theory; Mathematics; Quantum information; Sciences and techniques of general use; Statistical distance measures; Sylvester resultant matrix; Telecommunications and information theory; 15A23; 15B99; Givens rotation matrix; Euclidean distance; 62H30; Sylvester resultant matrix; Quantum information; 15A18; Statistical distance measures; Fisher information matrix; Singularity; Variability; Matrix factorization; Coordinate system; Multivariate analysis; Relevance; Information measure; Covariance; Semantics; Measurement procedure; Eigenvalue problem; Stationary process; Rotation angle; Euclidean geometry; Statistical analysis; Probabilistic approach; Conceptual analysis; Resultant matrix; Fisher information; Discrete geometry; Statistical parameter; Positive definite matrix; Metric