A new inertial-type hybrid projection-proximal algorithm for monotone inclusions (Q846404)
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scientific article; zbMATH DE number 5667960
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | A new inertial-type hybrid projection-proximal algorithm for monotone inclusions |
scientific article; zbMATH DE number 5667960 |
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A new inertial-type hybrid projection-proximal algorithm for monotone inclusions (English)
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9 February 2010
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The authors study a new proximal-type algorithm with interesting practical features and convergence properties for solving the following inclusion problem: find \(x\in H\) such that \(0\in A(x)\), where \(H\) is a real Hilbert space and \(A\) is a maximal monotone operator. An application to systems of nonlinear equations is given.
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convex minimization
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maximal monotone operator
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proximal point algorithm
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inexact computations
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inertial extrapolation
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inexact Newton method
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0.93612444
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0.91202193
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0.90806836
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