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Nonlinear least-squares inversion by the conjugate gradient method

5 Nonlinear least-squares inversion by the conjugate gradient method This method uses the same ideas as the regularized conjugate gradient method  [Pg.153]

However, the regularized steepest descent dircc tions are now determined according to the formula for the least-squares method  [Pg.153]

Det ermination of the length of iteration step, a coefficient /e , can be based on the linear or paraliolic line seardi  [Pg.153]

Solution of this minimization problem gives the following best estimation for the Icngtli of tlu stci) using a linear line search  [Pg.153]

One can use a parabolic lino search also (Fletcher, 1985) to improve the convergence rate of the RCG method. [Pg.153]




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By conjugation

By gradient methods

Conjugate gradient

Conjugate gradient methods

Conjugate method

Conjugation methods

Gradient method

Gradients inverse

Inverse least squares

Inverse least squares methods

Inverse methods

Inversion method

Least-squared method

Least-squares method

Least-squares method nonlinear

Nonlinear Conjugate Gradient

Nonlinear least-squares inversion

Nonlinear methods

Square gradient method

Squared Gradient Method

The Least Squares Method

The conjugate gradient method

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