A WHILE-loop can be viewed as a FOR-loop with a dynamic upper bound. The computational model of polytopes is useful for the automatic parallelization of FOR-loops. We investigate its potential for the parallelization of WHILE-loops
(eng) This report focuses on the compilation of the ``while'' loops in data-parallel languages for M...
The model-based transformation of loop programs is a way of detecting fine-grained parallelism in se...
Current parallelizing compilers treat WHILE loops and DO loops with conditional exits as sequential ...
The polytope model is one possible (mathematical) basis for par-allelizing sequential computer progr...
There are many algorithms for the space-time mapping of nested loops. Some of them even make the opt...
[[abstract]]FOR-loops are the main source of parallelism in programs. A nonlinear transformation alg...
Linear programming methods, optimizations on polytopes, manipulations of integral matrices, are now ...
Uncountable loops (such as while loops in C) and if-conditions are some of the most common construct...
In this paper we present an extension of the class of piecewise linear algorithms (PLAs) in order to...
We present a new space-time loop tiling approach and demonstrate its application for the generation ...
Despite decades of work in this area, the construction of effective loop nest optimizers and paralle...
An important problem in automatic parallelization of scientific programs is to generate loops from a...
[[abstract]]Intensive scientific algorithms can usually be formulated as nested loops which are the ...
The extent of parallelization of a loop is largely determined by the dependences between its stateme...
International audienceWe study the parallelizing compilation and loop nest optimization of an import...
(eng) This report focuses on the compilation of the ``while'' loops in data-parallel languages for M...
The model-based transformation of loop programs is a way of detecting fine-grained parallelism in se...
Current parallelizing compilers treat WHILE loops and DO loops with conditional exits as sequential ...
The polytope model is one possible (mathematical) basis for par-allelizing sequential computer progr...
There are many algorithms for the space-time mapping of nested loops. Some of them even make the opt...
[[abstract]]FOR-loops are the main source of parallelism in programs. A nonlinear transformation alg...
Linear programming methods, optimizations on polytopes, manipulations of integral matrices, are now ...
Uncountable loops (such as while loops in C) and if-conditions are some of the most common construct...
In this paper we present an extension of the class of piecewise linear algorithms (PLAs) in order to...
We present a new space-time loop tiling approach and demonstrate its application for the generation ...
Despite decades of work in this area, the construction of effective loop nest optimizers and paralle...
An important problem in automatic parallelization of scientific programs is to generate loops from a...
[[abstract]]Intensive scientific algorithms can usually be formulated as nested loops which are the ...
The extent of parallelization of a loop is largely determined by the dependences between its stateme...
International audienceWe study the parallelizing compilation and loop nest optimization of an import...
(eng) This report focuses on the compilation of the ``while'' loops in data-parallel languages for M...
The model-based transformation of loop programs is a way of detecting fine-grained parallelism in se...
Current parallelizing compilers treat WHILE loops and DO loops with conditional exits as sequential ...