Back to Search Start Over

A survey of power and energy efficient techniques for high performance numerical linear algebra operations

Authors :
Shashank Kothapalli
Longxiang Chen
Omar Hussaini
Li Tan
Zizhong Chen
Ryan Bissiri
Source :
Parallel Computing. 40:559-573
Publication Year :
2014
Publisher :
Elsevier BV, 2014.

Abstract

A thorough survey of energy efficient techniques for linear algebra operations.A complete list of valuable research efforts.A deeply review of all aspects of feasible solutions.Detailed discussion and comprehensive comparison.Thought-provoking directions of future research are provided. Extreme scale supercomputers available before the end of this decade are expected to have 100 million to 1billion computing cores. The power and energy efficiency issue has become one of the primary concerns of extreme scale high performance scientific computing. This paper surveys the research on saving power and energy for numerical linear algebra algorithms in high performance scientific computing on supercomputers around the world. We first stress the significance of numerical linear algebra algorithms in high performance scientific computing nowadays, followed by a background introduction on widely used numerical linear algebra algorithms and software libraries and benchmarks. We summarize commonly deployed power management techniques for reducing power and energy consumption in high performance computing systems by presenting power and energy models and two fundamental types of power management techniques: static and dynamic. Further, we review the research on saving power and energy for high performance numerical linear algebra algorithms from four aspects: profiling, trading off performance, static saving, and dynamic saving, and summarize state-of-the-art techniques for achieving power and energy efficiency in each category individually. Finally, we discuss potential directions of future work and summarize the paper.

Details

ISSN :
01678191
Volume :
40
Database :
OpenAIRE
Journal :
Parallel Computing
Accession number :
edsair.doi...........4c3ea2d218c6c0611240c3cbfdff4cff