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Constant Propagation Transformation: Difference between revisions
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Constant propagation is an optimization technique used in compilers to improve execution efficiency by replacing variables with known constant values during compilation. If an expression consists entirely of constants or previously propagated values, it is evaluated at compile time and replaced with its computed result. This transformation reduces runtime computations, simplifies code, and enables further optimizations by minimizing unnecessary variable assignments. By eliminating redundant calculations, constant propagation enhances program performance while preserving its original behavior. | Constant propagation is an optimization technique used in compilers to improve execution efficiency by replacing variables with known constant values during compilation. If an expression consists entirely of constants or previously propagated values, it is evaluated at compile time and replaced with its computed result. This transformation reduces runtime computations, simplifies code, and enables further optimizations by minimizing unnecessary variable assignments. By eliminating redundant calculations, constant propagation enhances program performance while preserving its original behavior. | ||
==Constant Propagation Transformation in emmtrix Studio== | ==Constant Propagation Transformation in emmtrix Studio== | ||
emmtrix Studio implements constant propagation using #pragma directives or via the GUI. Constant propagation is a transformation that propagates all known variable values within the block it is applied to. If an expression consists of propagated values and of constants, it will itself be evaluated | emmtrix Studio implements constant propagation using #pragma directives or via the GUI. Constant propagation is a transformation that propagates all known variable values within the block it is applied to. If an expression consists of propagated values and of constants, it will itself be evaluated and replaced with its constant value. | ||
All arithmetic operations for integral types are supported. Interprocedural propagation, i.e. propagating into and out of function calls, is partially supported. | All arithmetic operations for integral types are supported. Interprocedural propagation, i.e. propagating into and out of function calls, is partially supported. | ||