Orthogonal functions
Orthogonal functions In mathematics, two functions $f$ and $g$ are called orthogonal if their inner product $\backslash langle\; f\; ...\; is\; zero.\; Whether\; or\; not\; two\; particular$functions are orthogonal depends on how their ...
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Empirical orthogonal functions
Empirical orthogonal functions In statistics and signal processing, the method of empirical orthogonal functions is a decomposition of a signal or data set in terms of orthogonal basis functions which are determined from ...
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Talk:Orthogonal functions
Talk:Orthogonal functions The inner product example would be better ... and emphasises that f and g are functions and that e.g. f(x) is ...
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Talk:Empirical orthogonal functions
Talk:Empirical orthogonal functions The mathematics of this is probably familiar ...
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Orthogonal   (translated from Dutch)
Orthogonal Vectors In wiskunde ( meetkunde ) are called a ... vectoren $\{\backslash vec\{e\_1\},\; \backslash vec\{e\_2\}...\}$ orthogonal, as for inwendig product of each couple ... a more intuitive treatment we can translate "orthogonal" to "perpendicular". Two vectors are then orthogonal if they stand perpendicular on each other. If vectors are orthogonal, and tevens each an entity length ...
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Orthogonal polynomials
Orthogonal polynomials Introduction In mathematics, an orthogonal polynomial sequence is an infinite sequence of ... two different polynomials in the sequence are orthogonal to each other in the following sense ... One can define an inner product on functions, (analogous to the ordinary "dot product" for ... vectors), by integrating the product of the functions: $\backslash langle\; f,g\; \backslash rangle=\backslash int\_\{\; ...$
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Orthogonal matrix
Orthogonal matrix In matrix theory, a real orthogonal matrix is a square matrix Q whose ... T = I\,\! . Overview The definition of orthogonal matrix is more restrictive than that of ... may have fewer columns than rows. An orthogonal matrix is also the real specialization of ... matrices with entries from any field. However, orthogonal matrices arise naturally from inner products, ...
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Special functions
Special functions In mathematics, there is a theory or theories of special functions, particular functions such as the trigonometric functions that have useful or attractive properties, and ... own. There is no theory of general functions, as such; that is covered mainly ...
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Talk:Orthogonal polynomials
Talk:Orthogonal polynomials In case I make a mistake wo this, orthogonal polynomials (or any vectors in an inner product space) are orthogonal if = δ ij (with the ... 2004 (UTC) No -- f and g are orthogonal if = 0. In order that ... members of that sequence are orthonormal (not orthogonal). If you're talking about just ...
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Talk:Orthogonal function
Talk:Orthogonal function Why isn't it redirected to orthogonal functions simply? -- Taku 21:14, Feb 12, 2004 ... 2004 (UTC) Please do not move the orthogonal functions page to this page. There is ...
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