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Matrices used in science and engineering

2014-3-16 16:48| view publisher: amanda| views: 1002| wiki(57883.com) 0 : 0

description: Cabibbo-Kobayashi-Maskawa matrix — a unitary matrix used in particle physics to describe the strength of flavour-changing weak decays.Density matrix — a matrix describing the statistical state of a ...
Cabibbo-Kobayashi-Maskawa matrix — a unitary matrix used in particle physics to describe the strength of flavour-changing weak decays.
Density matrix — a matrix describing the statistical state of a quantum system. Hermitian, non-negative and with trace 1.
Fundamental matrix (computer vision) — a 3 × 3 matrix in computer vision that relates corresponding points in stereo images.
Fuzzy associative matrix — a matrix in artificial intelligence, used in machine learning processes.
Gamma matrices — 4 × 4 matrices in quantum field theory.
Gell-Mann matrices — a generalisation of the Pauli matrices; these matrices are one notable representation of the infinitesimal generators of the special unitary group SU(3).
Hamiltonian matrix — a matrix used in a variety of fields, including quantum mechanics and linear quadratic regulator (LQR) systems.
Irregular matrix — a matrix used in computer science which has a varying number of elements in each row.
Overlap matrix — a type of Gramian matrix, used in quantum chemistry to describe the inter-relationship of a set of basis vectors of a quantum system.
S matrix — a matrix in quantum mechanics that connects asymptotic (infinite past and future) particle states.
State transition matrix — Exponent of state matrix in control systems.
Substitution matrix — a matrix from bioinformatics, which describes mutation rates of amino acid or DNA sequences.
Z-matrix — a matrix in chemistry, representing a molecule in terms of its relative atomic geometry.

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