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Normal equations

   Also found in: Encyclopedia, Wikipedia 0.01 sec.
(Method of Least Squares) a set of equations of the first degree equal in number to the number of unknown quantities, and derived from the observations by a specified process. The solution of the normal equations gives the most probable values of the unknown quantities.

See also: Normal



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Math was one I was totally scared of, chemistry as long as it stuck to normal equations, which could be mugged up, was okay; unless you had to use math to work out some silly residue
Note: The values of (a) and (b) obtained from the Normal equations correspond to a minimum value for the quadratic function Q(a,b) given by equation (4), as can be easily demonstrated by using the optimization methodology of differential calculus for functions of two independent variables.
Hudson of the CSIRO Computing Research Section wrote the sub-routine for solution of the normal equations, based on the method of Cholesky.
 
 
 
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