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9

MOC
2000

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Multihomogeneous Newton methods

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Multihomogeneous Newton methods

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Abstract. We study multihomogeneous analytic functions and a multihomogeneous Newton's method for finding their zeros. We give a convergence result for this iteration and we study two examples: the evaluation map and the generalized eigenvalue problem.

Jean-Pierre Dedieu, Mike Shub

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Evaluation Map | Generalized Eigenvalue Problem | MOC 2000 | Multihomogeneous Analytic Functions |

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Added	19 Dec 2010
Updated	19 Dec 2010
Type	Journal
Year	2000
Where	MOC
Authors	Jean-Pierre Dedieu, Mike Shub

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