Index: A B C D E F G H I J K L M N O P Q R S T U V W X Y Z

Home > Matrix (sound recording)

In sound recording, a matrix can refer to a disc in the early stages of processing a record for mass production; see mastering and pressing process discussion at gramophone record. Matrix can also refer to the encoding of several channels of audio into fewer channels to be decoded back into several channels later.

This article is a stub. You can help Wikipedia by [ ṣlocalurl: : |action=edit}} expanding it].

<Hide>

Topics: Matrix (sound Recording), Matrix (mathematics), Matrix Addition...

MatrixMatrix (plural matrices has several meanings. Generally speaking, a matrix is something that provides support or structure, especially in the sense of surrounding and/or shaping. It comes from the Latin word for "womb", which itself derived from the Latin	Matrix (mathematics)Abstract algebra Algebra Linear algebra In mathematics, a matrix (plural matrices is a rectangular table of numbers or, more generally, of elements of a fixed ring. In this article, if unspecified, the entries of a matrix are always real or complex number	Matrix additionThe usual matrix addition is defined for two matrices of same dimensions. The sum of two m by n matrices A and B denoted by A + B is again an m by n matrix computed by adding corresponding elements, i. A + B i, j A ''i, j + B ''i, j . For example : The m
Matrix multiplicationThis article gives an overview of the various ways to multiply matrices. The Einstein notation is used throughout. Ordinary matrix product By far the most important way to multiply matrices is the usual matrix multiplication. It is defined between two mat	Matrix inversionMatrix inversion is the following problem in linear algebra: given a square n by n matrix A find a square n by n matrix B (if one exists) such that AB BA I the n by n identity matrix. The Gauss-Jordan elimination is an algorithm that can be used to determ	Matrix representation of conic sectionsIn mathematics, the matrix representation of conic sections is one way of studying a conic section, its axis, vertices, foci, tangents, and the relative position of a given point. We can also study conic sections whose axes aren't parallel to our coordina
Matrix norm	Matrix theory	Matrix decomposition
Matrix series	Matrix mechanics	Matrix wipe
Matrix theory (physics)	Matrix normal distribution	Matrix ring

Non User