We present a new algorithm for k-layer straightline crossing minimization which is based on sifting that is a heuristic for dynamic reordering of decision diagrams used during logic synthesis and formal verification of logic circuits. The experiments prove sifting to be very efficient. In particular it outperforms the traditional layer by layer sweep based heuristics known from literature by far when applied to k-layered graphs with k \ge 3
The classical solving approach for two-level logic minimisation reduces the problem to a special cas...
The Sugiyama algorithm, also known as the layered algorithm or hierarchical algorithm, is an establi...
Symbolic computation techniques play a fundamental role in logic synthesis and formal hardware verif...
Recently, a technique called sifting has been proposed for k-layer straightline crossing minimizatio...
The number of edge crossings is a commonly accepted measure to judge the "readability" of graph draw...
Several applications use algorithms for drawing k-layered networks and, in particular, 2-layered net...
An important step in laying out hierarchical network diagrams is to order the nodes on each level. T...
We present a new method for the application of 2-layer crossing reduction algorithms to layered comp...
We propose a two-phase heuristic for crossing reduction in circular layouts. While the first algorit...
We present algorithms for the two layer straightline crossing minimization problem that are able to ...
The introduction of Decision Diagrams (DDs) has brought new means towards solving many of the proble...
Abstract:- The complexity of digital hardware designs has increased substantially with new advanceme...
Abstract. An important step in laying out hierarchical network dia-grams is to order the nodes on ea...
Binary Decision Diagrams (BDDs) became popular after the ordering constraints proposed by Bryant [1]...
We present algorithms for the 2-layer straightline crossing minimization problem that are able to co...
The classical solving approach for two-level logic minimisation reduces the problem to a special cas...
The Sugiyama algorithm, also known as the layered algorithm or hierarchical algorithm, is an establi...
Symbolic computation techniques play a fundamental role in logic synthesis and formal hardware verif...
Recently, a technique called sifting has been proposed for k-layer straightline crossing minimizatio...
The number of edge crossings is a commonly accepted measure to judge the "readability" of graph draw...
Several applications use algorithms for drawing k-layered networks and, in particular, 2-layered net...
An important step in laying out hierarchical network diagrams is to order the nodes on each level. T...
We present a new method for the application of 2-layer crossing reduction algorithms to layered comp...
We propose a two-phase heuristic for crossing reduction in circular layouts. While the first algorit...
We present algorithms for the two layer straightline crossing minimization problem that are able to ...
The introduction of Decision Diagrams (DDs) has brought new means towards solving many of the proble...
Abstract:- The complexity of digital hardware designs has increased substantially with new advanceme...
Abstract. An important step in laying out hierarchical network dia-grams is to order the nodes on ea...
Binary Decision Diagrams (BDDs) became popular after the ordering constraints proposed by Bryant [1]...
We present algorithms for the 2-layer straightline crossing minimization problem that are able to co...
The classical solving approach for two-level logic minimisation reduces the problem to a special cas...
The Sugiyama algorithm, also known as the layered algorithm or hierarchical algorithm, is an establi...
Symbolic computation techniques play a fundamental role in logic synthesis and formal hardware verif...