Thats a unique idea.You should consider the following idea to enhance your idea so that it would impact uniquely: In hardware-aware high performance computing, block-asynchronous iteration and mixed precision iterative refinement are two techniques that may be used to leverage the computing por of SIMD accelerators like GPUs in the iterative solution of linear equation systems. although they use a very different approach for this purpose, they share the basic idea of compensating the convergence properties of an inferior numerical algorithm by a more efficient usage of the provided computing por. ,  analyze the potential of combining both techniques. Therefore,  derive a mixed precision iterative refinement algorithm using a block-asynchronous iteration as an error correction solver, and compare its performance with a pure implementation of a block-asynchronous iteration and an iterative refinement method using double precision for the error correction solver. For matrices from the University of Florida Matrix collection,  report the convergence behaviour and provide the total solver runtime using different GPU architectures.
['Hartwig Anzt', 'Piotr Luszczek', 'Jack Dongarra', 'Vincent Heuveline']
I am writing a research paper on a idea GPU-Accelerated Asynchronous Error Correction for Mixed Precision Iterative Refinement
[{"from": "human", "value": "I am writing a research paper on a idea GPU-Accelerated Asynchronous Error Correction for Mixed Precision Iterative Refinement"}, {"from": "gpt", "value": "Thats a unique idea.You should consider the following idea to enhance your idea so that it would impact uniquely: In hardware-aware high performance computing, block-asynchronous iteration and mixed precision iterative refinement are two techniques that may be used to leverage the computing por of SIMD accelerators like GPUs in the iterative solution of linear equation systems. although they use a very different approach for this purpose, they share the basic idea of compensating the convergence properties of an inferior numerical algorithm by a more efficient usage of the provided computing por. ,  analyze the potential of combining both techniques. Therefore,  derive a mixed precision iterative refinement algorithm using a block-asynchronous iteration as an error correction solver, and compare its performance with a pure implementation of a block-asynchronous iteration and an iterative refinement method using double precision for the error correction solver. For matrices from the University of Florida Matrix collection,  report the convergence behaviour and provide the total solver runtime using different GPU architectures."}]