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A GPU code for analytic continuation through a sampling method

机译:用于通过采样方法进行解析连续的GPU代码

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We here present a code for performing analytic continuation of fermionic Green’s functions and self-energies as well as bosonic susceptibilities on a graphics processing unit (GPU). The code is based on the sampling method introduced by Mishchenko et?al. (2000), and is written for the widely used CUDA platform from NVidia. Detailed scaling tests are presented, for two different GPUs, in order to highlight the advantages of this code with respect to standard CPU computations. Finally, as an example of possible applications, we provide the analytic continuation of model Gaussian functions, as well as more realistic test cases from many-body physics.
机译:我们在这里提供了一个代码,用于在图形处理单元(GPU)上执行费米离子格林的功能和自能以及硼的磁化率的解析连续性。该代码基于Mishchenko等人介绍的采样方法。 (2000),并且是为NVidia广泛使用的CUDA平台而写的。本文针对两个不同的GPU进行了详细的缩放测试,以突出此代码相对于标准CPU计算的优势。最后,作为可能应用的示例,我们提供了模型高斯函数的解析连续性,以及来自多体物理学的更实际的测试用例。

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