Parallel structured adaptive mesh refinement methods decrease the execution time and memory usage of partial differential equation solvers by adaptively assigning computational resources to regions with large solution errors. These methods result in a dynamic grid hierarchy. To get good parallel performance, the grid hierarchy is frequently re-partitioned and distributed over the processors. Optimally, the partitioner should minimize all performance-inhibiting factors like load imbalance, communication volumes, synchronization delays, and data migration. No single partitioner performs well for all hierarchies and parallel computers. Because the partitioning conditions change during run-time, dynamically selecting a partitioner is non-trivia...
Structured adaptive mesh refinement (SAMR) techniques can provide accurate and costeffective solutio...
Structured adaptive mesh refinement (SAMR) techniques offer the potential for accurate solutions of...
Computer simulations that solve partial differential equations (PDEs) are common in many fields of s...
Parallel structured adaptive mesh refinement methods decrease the execution time and memory usage of...
Optimal partitioning of structured adaptive mesh applica-tions necessitates dynamically determining ...
To increase the speed of computer simulations we solve partial differential equations (PDEs) using s...
Dynamic adaptive mesh renement methods for the numerical solution to partial dierential equations yi...
Dynamic Structured Adaptive Mesh Refinement (SAMR) techniques for solving partial differential equat...
We perform a comprehensive performance characterization of load balancing algorithms for parallel st...
Abstract. This paper presents the design and experimental evaluation of two dynamic load partitionin...
Optimal partitioning of structured adaptive mesh applications necessitates dynamically determining a...
Structured adaptive mesh refinement methods are being widely used for computer simulations of variou...
This paper presents a computationally efficient runtime partitioning and load-balancing scheme for t...
Structured adaptive mesh refinement (SAMR) techniques provide an effective means for dynamically con...
Abstract. The dynamism and space-time heterogeneity exhibited by structured adaptive mesh refinement...
Structured adaptive mesh refinement (SAMR) techniques can provide accurate and costeffective solutio...
Structured adaptive mesh refinement (SAMR) techniques offer the potential for accurate solutions of...
Computer simulations that solve partial differential equations (PDEs) are common in many fields of s...
Parallel structured adaptive mesh refinement methods decrease the execution time and memory usage of...
Optimal partitioning of structured adaptive mesh applica-tions necessitates dynamically determining ...
To increase the speed of computer simulations we solve partial differential equations (PDEs) using s...
Dynamic adaptive mesh renement methods for the numerical solution to partial dierential equations yi...
Dynamic Structured Adaptive Mesh Refinement (SAMR) techniques for solving partial differential equat...
We perform a comprehensive performance characterization of load balancing algorithms for parallel st...
Abstract. This paper presents the design and experimental evaluation of two dynamic load partitionin...
Optimal partitioning of structured adaptive mesh applications necessitates dynamically determining a...
Structured adaptive mesh refinement methods are being widely used for computer simulations of variou...
This paper presents a computationally efficient runtime partitioning and load-balancing scheme for t...
Structured adaptive mesh refinement (SAMR) techniques provide an effective means for dynamically con...
Abstract. The dynamism and space-time heterogeneity exhibited by structured adaptive mesh refinement...
Structured adaptive mesh refinement (SAMR) techniques can provide accurate and costeffective solutio...
Structured adaptive mesh refinement (SAMR) techniques offer the potential for accurate solutions of...
Computer simulations that solve partial differential equations (PDEs) are common in many fields of s...