 | EHRHART POLYNOMIALS FOR PRECISE PROGRAM ANALYSIS |
[An example: the maximum parallelism] [Related
publications] [Persons involved in the project] [Related
links: tributes to Eugène Ehrhart] [Other related projects]
[Some works using Ehrhart polynomials] []
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- Ph. Clauss and V. Loechner, Parametric
Analysis of Polyhedral Iteration Spaces, extended version, Journal
of VLSI Signal Processing, Vol. 19, No. 2, p. 179-194, Kluwer Academic
Pub., July 1998.
- Ph. Clauss, Advances
in parameterized linear diophantine equations for precise program analysis,
[ICPS RR 98-02], September 1998.
- Ph. Clauss, Counting
Solutions to Linear and Nonlinear Constraints through Ehrhart polynomials:
Applications to Analyze and Transform Scientific Programs, research
report ICPS 96-03, 10th ACM Int. Conf. on Supercomputing, ICS'96, May
1996.
- Ph. Clauss, V. Loechner, Parametric
Analysis of Polyhedral Iteration Spaces, research report ICPS
96-04, IEEE Int. Conf. on Application Specific Array Processors, ASAP'96,
Chicago, Illinois, August 1996.
- Ph. Clauss, V. Loechner and D.K. Wilde, Deriving
Formulae to Count Solutions to Parameterized Linear Systems using Ehrhart
Polynomials: Applications to the Analysis of Nested-Loop Programs,
ICPS RR 97-05, April 1997.
- V. Loechner, D. K. Wilde, Parameterized
polyhedra and their vertices, ICPS RR 96-09, July 1996.
- Ph. Clauss, Handling
Memory Cache Policy with Integer Points Countings, research report
ICPS 97-02, january 1997. Here
is the reduced version that appears in the proceedings of Euro-Par'97.
- Ph. Clauss, The
Volume of a Lattice Polyhedron to Enumerate Processors and Parallelism,
research report ICPS 95-11. Here
is a more math version of this paper
- Ph. Clauss and B. Meister, Automatic
Memory Layout Transformation to Optimize Spatial Locality in Parameterized
Loop Nests, ACM SIGARCH, Computer Architecture News, Vol. 28, No.
1, p.11-19, March 2000.
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