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Communication lower bounds and optimal algorithms for numerical linear algebra

机译:数值线性代数的通信下界和最优算法

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We acknowledge funding from Microsoft (award 024263) and Intel (award 024894), and matching funding by UC Discovery (award DIG07-10227). Additional support comes from ParLab affiliates National Instruments, Nokia, NVIDIA, Oracle and Samsung, as well as MathWorks. Research is also supported by DOE grants DE-SC0004938, DESC0005136, DE-SC0003959, DE-SC0008700, DE-SC0010200, DE-FC02-06-ER25786, AC02-05CH11231, and DARPA grant HR0011-12-2-0016. This research is supported by grant 3-10891 from theMinistry of Science and Technology, Israel, and grant 2010231 from the US-Israel Bi-National Science Foundation. This research was supported in part by an appointment to the Sandia National Laboratories Truman Fellowship in National Security Science and Engineering, sponsored by Sandia Corporation (a wholly owned subsidiary of Lockheed Martin Corporation) as Operator of Sandia National Laboratories under its US Department of Energy Contract DE-AC04-94AL85000.
机译:我们感谢Microsoft(奖项024263)和Intel(奖项024894)的资助,以及UC Discovery的相应资助(DIG07-10227的奖励)。 ParLab附属机构National Instruments,诺基亚,NVIDIA,Oracle和Samsung以及MathWorks提供了其他支持。美国能源部(DEE)赠款DE-SC0004938,DESC0005136,DE-SC0003959,DE-SC0008700,DE-SC0010200,DE-FC02-06-ER25786,AC02-05CH11231和DARPA赠款HR0011-12-2-0016也支持该研究。这项研究得到了以色列科学技术部的赠款3-10891的支持,以及美国-以色列双边国家科学基金会的赠款2010231的支持。这项研究得到了桑迪亚国家实验室杜鲁门国家安全科学与工程研究奖学金的部分支持,该实验室由桑迪亚公司(洛克希德·马丁公司的全资子公司)赞助,是桑迪亚国家实验室的运营方,隶属于美国能源部。 DE-AC04-94AL85000。

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