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Anderson acceleration is a method used to accelerate the convergence of fixed-point iterations, particularly in numerical methods for solving nonlinear equations and problems involving iterative algorithms. It is named after its creator, Donald G. Anderson, who introduced this technique in the context of solving systems of equations. The main idea behind Anderson acceleration is to combine previous iterates in a way that forms a new iterate, often using a form of linear combination of past iterates.

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  1. Numerical analysis
  2. Algorithms
  3. Applied mathematics
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