Monotone iterative methods for nonlinear operator equations ∗) |
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| Authors: | Florian A Potra |
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| Institution: | Department of Mathematics , The University of Iowa , Iowa City, 52242, IA |
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| Abstract: | We give general affine invariant conditions for the monotone convergence of a class of iterative procedures for solving nonlinear operator equations. The theorems obtained in the paper generalize and unify many known results and provide a convenient framework for studying new iterative procedures |
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| Keywords: | Climate model optimal control control constraints minimum principle numerical method reachable set |
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