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GCCS97 #454 Proceedings of the GCC Developers Summit 2007 From http://ols.108.redhat.com/2007/GCC-Reprints/GCC2007-Proceedings.pdf . matrix can always (More) From http://ols.108.redhat.com/2007/GCC-Reprints/GCC2007-Proceedings.pdf . matrix can always be split into L +D+U, with L the lower triangular, U the upper triangular and D the diagonal part (DINV is the inverse of D): 96 • Front End Based Optimization: Premature or Inevitable? FUNCTION XR(L, DINV, U, B, X0) RESULT (X) INTEGER I R.E.A.L L(:,:), DINV(:,:), U(:,:) R.E.A.L B(:), X0(:) R.E.A.L X(SIZE(B)) X = X0 ! Suitable first guess... D.O I = 1, 7 ! 7 is probably too low... X = MATMUL(-MATMUL(DINV,(L+U)),X) + B E.N.D.D.O E.N.D References [1] A.V. Aho and J.D. Ullman. Principles of Compiler Design. Addison-Wesley Publishing Co., 1978. [2] William H. Press et al. Numerical Recipes in Fortran (second edition). Cambridge University (Less)
GCCS97 #206 Proceedings of the GCC Developers Summit 2007 From http://ols.108.redhat.com/2007/GCC-Reprints/GCC2007-Proceedings.pdf . (PLDI03), pages 7790, (More) From http://ols.108.redhat.com/2007/GCC-Reprints/GCC2007-Proceedings.pdf . (PLDI03), pages 7790, June 2003. [42] M. W. Stephenson. Automating the Construction of Compiler Heuristics Using Machine Learning. PhD thesis, MIT, USA, 2006. [43] S. Triantafyllis, M. Vachharajani, N. Vachharajani, and D. August. Compiler optimization-space exploration. In Proceedings of the International Symposium on Code Generation and Optimization (CGO), pages 204215, 2003. [44] M. Voss and R. Eigemann. High-level adaptive program optimization with adapt. In Proceedings of the Symposium on Principles and practices of parallel programming, 2001. [45] M. Voss and R. Eigenmann. Adapt: Automated de-coupled adaptive program transformation. (Less)
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2009-07-04 - extension: rar - size: 91 MB
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Compilers - principles techniques and tools.rar
2008-05-14 - extension: rar - size: 17 MB
Compilers - principles techniques and tools.rar
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2009-09-20 - extension: rar - size: 88 MB
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