A polynomial-time algorithm for global value numbering
暂无分享,去创建一个
[1] George C. Necula,et al. Translation validation for an optimizing compiler , 2000, PLDI '00.
[2] Cliff Click,et al. Global code motion/global value numbering , 1995, PLDI '95.
[3] Helmut Seidl,et al. Interprocedural Herbrand Equalities , 2005, ESOP.
[4] Bernhard Steffen,et al. Detecting Equalities of Variables: Combining Efficiency with Precision , 1999, SAS.
[5] Helmut Seidl,et al. Checking Herbrand Equalities and Beyond , 2005, VMCAI.
[6] Bowen Alpern,et al. Detecting equality of variables in programs , 1988, POPL '88.
[7] Join Algorithms for the Theory of Uninterpreted Functions , 2004, FSTTCS.
[8] Sumit Gulwani,et al. Global value numbering using random interpretation , 2004, POPL '04.
[9] Bernhard Steffen,et al. The Value Flow Graph: A Program Representation for Optimal Program Transformations , 1990, ESOP.
[10] Simon L. Peyton Jones,et al. Imperative functional programming , 1993, POPL '93.
[11] Karthik Gargi. A sparse algorithm for predicated global value numbering , 2002, PLDI '02.
[12] M. Wegman,et al. Global value numbers and redundant computations , 1988, POPL '88.
[13] Steven S. Muchnick,et al. Advanced Compiler Design and Implementation , 1997 .
[14] Patrick Cousot,et al. Abstract interpretation: a unified lattice model for static analysis of programs by construction or approximation of fixpoints , 1977, POPL.
[15] Mark N. Wegman,et al. Efficiently computing static single assignment form and the control dependence graph , 1991, TOPL.
[16] Gary A. Kildall,et al. A unified approach to global program optimization , 1973, POPL.
[17] Amir Pnueli,et al. Translation Validation , 1998, TACAS.
[18] Mark N. Wegman,et al. Constant propagation with conditional branches , 1985, POPL.