Divide and conquer programs can achieve good performance on parallel computers and computers with deep memory hierarchies. We introduce architecture-cognizant divide and conquer algorithms, and explore how they can achieve even better performance. An architecture-cognizant algorithm has functionallyequivalent variants of the divide and/or combine functions, and a variant policy that specifies which variant to use at each level of recursion. An optimal variant policy is chosen for each target computer via experimentation. With h levels of recursion, an exhaustive search requires #(v h ) experiments (where v is the number of variants). We present a method based on dynamic programming that reduces this to #(h c ) (where c is typically a s...
Introduction 1.1 A Brief History Since the earliest days of computer programming, algorithms have ...
Algorithms with a divide-and-conquer structure are suitable candidates for parallelization. The idea...
To avoid the high cost of algorithm optimization at the later algorithm development phase, early and...
Divide and conquer programs can achieve good performance on parallel computers and computers with de...
Divide{and{conquer algorithms obtain the solution to a problem by recursively dividing it into subpr...
Introduction 1.1 A Brief History Since the earliest days of computer programming, algorithms have ...
AbstractA strategy for designing divide-and-conquer algorithms that was originally presented in a pr...
Divide-and-conquer is an important algorithm strategy, but it is not widely used in image processing...
Abstract. A formal algebraic model for divide-and-conquer algorithms i presented. The model reveals ...
The number of comparisons involved in searching minimum and maximum elements from a set of data will...
[[abstract]]We discuss how to design parallel algorithms based upon the divide-and-conquer strategy....
(1) Background: Structuring is important in parallel programming in order to master its complexity, ...
AbstractThe structure common to a class of divide and conquer algorithms is represented by a program...
Many fast algorithms in arithmetic complexity have hierarchical or recursive structures that make ef...
An extensible machine architecture is devised to efficiently support a parallel reduction model of c...
Introduction 1.1 A Brief History Since the earliest days of computer programming, algorithms have ...
Algorithms with a divide-and-conquer structure are suitable candidates for parallelization. The idea...
To avoid the high cost of algorithm optimization at the later algorithm development phase, early and...
Divide and conquer programs can achieve good performance on parallel computers and computers with de...
Divide{and{conquer algorithms obtain the solution to a problem by recursively dividing it into subpr...
Introduction 1.1 A Brief History Since the earliest days of computer programming, algorithms have ...
AbstractA strategy for designing divide-and-conquer algorithms that was originally presented in a pr...
Divide-and-conquer is an important algorithm strategy, but it is not widely used in image processing...
Abstract. A formal algebraic model for divide-and-conquer algorithms i presented. The model reveals ...
The number of comparisons involved in searching minimum and maximum elements from a set of data will...
[[abstract]]We discuss how to design parallel algorithms based upon the divide-and-conquer strategy....
(1) Background: Structuring is important in parallel programming in order to master its complexity, ...
AbstractThe structure common to a class of divide and conquer algorithms is represented by a program...
Many fast algorithms in arithmetic complexity have hierarchical or recursive structures that make ef...
An extensible machine architecture is devised to efficiently support a parallel reduction model of c...
Introduction 1.1 A Brief History Since the earliest days of computer programming, algorithms have ...
Algorithms with a divide-and-conquer structure are suitable candidates for parallelization. The idea...
To avoid the high cost of algorithm optimization at the later algorithm development phase, early and...