Continuum computing - on a new performance trajectory beyond exascale

被引:0
作者
Sterling T. [1 ]
Brodowicz M. [1 ]
Anderson M. [1 ]
机构
[1] Center for Research in Extreme Scale Technologies, Indiana University
关键词
Exascale; High performance computing; Non-von Neumann architecture; Parallel computing;
D O I
10.14529/jsfi180301
中图分类号
学科分类号
摘要
The end of Moore's Law is a cliché that none the less is a hard barrier to future scaling of high performance computing systems. A factor of about 4 × in device density is all that is left of this form of improved throughput with a 5 × gain required just to get to the milestone of exascale. The remaining sources of performance improvement are better delivered efficiency of more than 10 × and alternative architectures to make better use of chip real estate. This paper will discuss the set of principles guiding a potential future of non-von Neumann architectures as adopted by the experimental class of Continuum Computer Architecture (CCA). It is being explored by the Semantic Memory Architecture Research Team (SMART) at Indiana University. CCA comprises a homogeneous aggregation of cellular components (function cells) which are orders of magnitude smaller than lightweight cores and individually is unable to accomplish a computation but in combination can do so with extreme cost efficiency and unprecedented scalability. It will be seen that a path exists based on such unconventional methods like neuromorphic computing or dataflow that not only will meet the likely exascale milestone in the same time with much better power, cost, and size but also will set a new performance trajectory leading to Zettaflops capability before 2030. The remainder of this paper is organized as follows. Section 1 describes a new class of high performance architectures and discusses the rationale for its introduction. The scaling analysis is presented in section 2. Future performance projections, including steps leading to Zettaflops, are outlined in section 3. Finally, the principal outcomes of this study are summarized in the conclusions section. © The Authors 2018.
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页码:5 / 24
页数:19
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