Add to ORKGThis lecture focuses on the Constant Propagation Analysis. This is just one of many types of analyses that can be applied to programs. We use this example as an incentive for the introduction of the mathematical foundation that will serve us throughout the course. We focus on partially ordered sets, lattices and their relatio
Various static analyses of functional programming languages that permit infinite data structures ma...
Summary. The class of continuous lattices can be characterized by infinitary equations. Therefore, i...
At a conference such as CPAIOR, we have experts from many different approaches to searching huge com...
AbstractConstant propagation, the replacement of program terms which represent a unique value at run...
Constant propagation and provide significant improvements in program speed, both by directly enablin...
Lattice Theory presents an elementary account of a significant branch of contemporary mathematics co...
We have developed a hybrid algorithm for interprocedural constant propagation combining the Wegman-Z...
The study of continuous lattices was initiated by Dana Scott in the late 1960s in order to build mat...
Modern constraint solvers do trot require constraints to l), represented using ally particular data ...
We firstly review the constant term method (CTM), illustrating its combinatorial connections and sho...
We firstly review the constant term method (CTM), illustrating its combinatorial connections and sho...
In this paper, which is based on the important recent work of Yedidia, Freeman, and Weiss, we presen...
We present a new constant propagation (CP) algorithm for predicated code, for which classical CP-tec...
These notes deal with an interconnecting web of mathematical techniques all of which deserve a place...
International audienceThis article presents new work on analyzing the behaviour of a constraint solv...
Various static analyses of functional programming languages that permit infinite data structures ma...
Summary. The class of continuous lattices can be characterized by infinitary equations. Therefore, i...
At a conference such as CPAIOR, we have experts from many different approaches to searching huge com...
AbstractConstant propagation, the replacement of program terms which represent a unique value at run...
Constant propagation and provide significant improvements in program speed, both by directly enablin...
Lattice Theory presents an elementary account of a significant branch of contemporary mathematics co...
We have developed a hybrid algorithm for interprocedural constant propagation combining the Wegman-Z...
The study of continuous lattices was initiated by Dana Scott in the late 1960s in order to build mat...
Modern constraint solvers do trot require constraints to l), represented using ally particular data ...
We firstly review the constant term method (CTM), illustrating its combinatorial connections and sho...
We firstly review the constant term method (CTM), illustrating its combinatorial connections and sho...
In this paper, which is based on the important recent work of Yedidia, Freeman, and Weiss, we presen...
We present a new constant propagation (CP) algorithm for predicated code, for which classical CP-tec...
These notes deal with an interconnecting web of mathematical techniques all of which deserve a place...
International audienceThis article presents new work on analyzing the behaviour of a constraint solv...
Various static analyses of functional programming languages that permit infinite data structures ma...
Summary. The class of continuous lattices can be characterized by infinitary equations. Therefore, i...
At a conference such as CPAIOR, we have experts from many different approaches to searching huge com...