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» Computing Cartograms with Optimal Complexity
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113
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IPPS
1999
IEEE
15 years 4 months ago
Experimental Evaluation of QSM, a Simple Shared-Memory Model
Parallel programming models should attempt to satisfy two conflicting goals. On one hand, they should hide architectural details so that algorithm designers can write simple, port...
Brian Grayson, Michael Dahlin, Vijaya Ramachandran
121
Voted
ICPADS
1998
IEEE
15 years 4 months ago
Symbolic Partitioning and Scheduling of Parameterized Task Graphs
The DAG-based task graph model has been found effective in scheduling for performance prediction and optimization of parallel applications. However the scheduling complexity and s...
Michel Cosnard, Emmanuel Jeannot, Tao Yang
103
Voted
HPCA
1996
IEEE
15 years 4 months ago
Co-Scheduling Hardware and Software Pipelines
Exploiting instruction-level parallelism (ILP) is extremely important for achieving high performance in application specific instruction set processors (ASIPs) and embedded process...
Ramaswamy Govindarajan, Erik R. Altman, Guang R. G...
SPDP
1993
IEEE
15 years 4 months ago
Group Membership in a Synchronous Distributed System
This paper presents a solution to the (processor) group membership problem. The methodology followed in designing the algorithm is summarized by the option to optimize the perform...
Gianluigi Alari, Augusto Ciuffoletti
119
Voted
ARITH
2001
IEEE
15 years 4 months ago
The Use of the Multi-Dimensional Logarithmic Number System in DSP Applications
A recently introduced double-base number representation has proved to be successful in optimizing the performance of several algorithms in cryptography and digital signal processi...
Vassil S. Dimitrov, Jonathan Eskritt, Laurent Imbe...