In mathematics, orthogonality is the relation of two lines at right angles to one
another ... In certain cases, the word normal is used to mean orthogonal,
particularly in the .... We can then make ...
Thanks for the question. I have asked a more general one: what is so common
among all cases of orthogonality. I was also interested to know how does ...
Orthogonality is like first order independence, when you interpret things in the
right way. .... Orthogonal is a special case of uncorrelated  when the variables
are mean ...  Normally distributed and uncorrelated does not imply
The orthogonal definition also has been extended to general use, meaning the ...
Thus, motion by one vector along an orthogonal X-Y axis does not generate ...
Be it geometry or signal processing, orthogonality has a the same definition,
which comes from ... Then, you can take their inner-product and find out if they
are orthogonal. This result may dictate other decisions in one's processing. 154
Orthogonality is the property that means "Changing A does not change B". An
example of an orthogonal system would be a radio, where ...
This meaning has been common in programming language discussion since the
... The word "orthogonal" does not seem to add value as far as clarity goes.
(i.e., the vectors are perpendicular) are said to be orthogonal. In three-space,
three vectors can be mutually perpendicular. SEE ALSO: Dot Product, Orthogonal
Oct 31, 2014 ... In LTE we also have the fundamental role of orthogonality, only that in this ... And
for this we will demonstrate its practical application in a CDMA ...
Mar 29, 2007 ... orthogonal, and uncorrelated variables can be stated as follows. Let X and Y be
... 0, where and are the means of X and Y, respectively, and 1is ...