Do multivariate Householder methods exist?
$begingroup$
Newton's method can be extended to higher-order versions using Householder's method.
Newton's method can also be extended to the case of multivariate inputs, sometimes called the "Newton-Raphson method."
Do the Householder's methods likewise yield such a generalization, using higher partial derivatives?
multivariable-calculus optimization nonlinear-optimization newton-raphson
$endgroup$
add a comment |
$begingroup$
Newton's method can be extended to higher-order versions using Householder's method.
Newton's method can also be extended to the case of multivariate inputs, sometimes called the "Newton-Raphson method."
Do the Householder's methods likewise yield such a generalization, using higher partial derivatives?
multivariable-calculus optimization nonlinear-optimization newton-raphson
$endgroup$
add a comment |
$begingroup$
Newton's method can be extended to higher-order versions using Householder's method.
Newton's method can also be extended to the case of multivariate inputs, sometimes called the "Newton-Raphson method."
Do the Householder's methods likewise yield such a generalization, using higher partial derivatives?
multivariable-calculus optimization nonlinear-optimization newton-raphson
$endgroup$
Newton's method can be extended to higher-order versions using Householder's method.
Newton's method can also be extended to the case of multivariate inputs, sometimes called the "Newton-Raphson method."
Do the Householder's methods likewise yield such a generalization, using higher partial derivatives?
multivariable-calculus optimization nonlinear-optimization newton-raphson
multivariable-calculus optimization nonlinear-optimization newton-raphson
asked Dec 10 '18 at 15:09
Mike BattagliaMike Battaglia
1,2921126
1,2921126
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