Difference between revisions of "Quadratic form"

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{{move|quadratic form}}
 
{{move|quadratic form}}
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'''Quadratic forms''' are functions expressed as multivariable equations in [[linear algebra]] that have no combined power larger than two.  When represented by [[matrices]], they have a geometric significance as a shift or transformation in coordinates.
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'''Quadratic forms''' are functions expressed as multivariable equations in [[linear algebra]] that have only combined power of two.  When represented by [[matrices]], they have a geometric significance as a shift or transformation in coordinates.
  
 
A quadratic form ''q('''x''')'' can be written as:
 
A quadratic form ''q('''x''')'' can be written as:

Revision as of 12:34, May 11, 2010

  • It has been proposed that this page, :Quadratic form, be titled, "quadratic form".

Quadratic forms are functions expressed as multivariable equations in linear algebra that have only combined power of two. When represented by matrices, they have a geometric significance as a shift or transformation in coordinates.

A quadratic form q(x) can be written as:

q(x) = x(A x)