ACM Transactions on Design Automation of Electronic Systems - download pdf or read online

By M. Gasteier, S. Liao, X. Song on the crossing distribution problem, J.-Y. Jou on two-level logic minimization for low power, F. Vahid on procedure cloning, Q. Wang, G. Yeap on power reduction and power delay trade-offs, others M. Glesner

Significant reports by way of major overseas computing device scientists.

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Extra resources for ACM Transactions on Design Automation of Electronic Systems (January)

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Table II. Resource Sets of Benchmark DFGs Benchmark adpcm convolve fft getblk jdmerge ewf arf fir Resource set DFG20:(ior, add, comp, mult-fast, mult) DFG36:(comp-fast, comp, add, mult-fast, mult) DFG0: (comp, add/sub, mult-fast, mult, div-fast, div) DFG19:(add, mult-fast, mult) DFG98:(comp, add/sub, mult-fast, mult, div-fast, div) DFG18:(add, mult-fast, mult) DFG27:(add, mult-fast, mult, div-fast, div) DFG42:(add, comp, AshiftR, mult-fast, mult) DFG91:(add, comp, AshiftR, LshiftL, mult-fast, mult) DFG165:(add, comp, AshiftR, mult-fast, mult) DFG2: (add, AshiftR, mult-fast, mult) DFG21:(add, AshiftR, mult-fast, mult) DFG165:(add, comp, AshiftR, mult-fast, mult) (add, mult-fast, mult) (add, add, mult-fast, mult, mult) (add, mult-fast, mult) Table III.

42 • S. O. Memik et al. In our example index(Op1 ) = 1, index(Op6 ) = 2, and so on. The weights associated with edges in the bipartite graph are attached to the points on the plane as weights. The following definitions will provide the background and the necessary terminology for understanding our method to perform the scheduling. Definition 1. On the two-dimensional plane, point P dominates point Q iff x(P ) > x(Q) AND y(P ) > y(Q). Definition 2. A set of k points (P1 , P2 , . . , Pk ) in the x- y plane, where Pi dominates Pi−1 is called a k-chain.

Figure 1 depicts an example flow for automatic mapping of applications onto various hardware platforms. The application described in a high-level programming language is processed by the compiler stage. The compiler generates an intermediate representation (IR) and performs several optimizations such as constant propagation, loop unrolling, and function inlining on this IR. While internal representations in different compilers take different forms and names, essentially they capture two basic pieces of information about an application: control flow and data dependency.

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ACM Transactions on Design Automation of Electronic Systems (January) by M. Gasteier, S. Liao, X. Song on the crossing distribution problem, J.-Y. Jou on two-level logic minimization for low power, F. Vahid on procedure cloning, Q. Wang, G. Yeap on power reduction and power delay trade-offs, others M. Glesner


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