Abstract:- We are interested in solving the prefix problem of n inputs using p < n processors on completely connected distributed-memory multicomputers (CCDMMs). This paper improves a previous work in three respects. First, the communication time of the previous algorithm is reduced significantly. Second, we show that p(p + 1)/2 < n is required for the new algorithm and the original one to be applicable. Third, we argue that for the new algorithm to be faster than other algorithms run on CCDMMs, n> p3 is required. The new algorithm can achieve linear speedup and is cost-optimal when n = Ω(p2 log p)
Parallel prefix is one of the fundamental algorithms in computer science. Parallel prefix networks a...
AbstractAn O(log log m) time n log mlog log m-processor CRCW-PRAM algorithm for the string prefix-ma...
[[abstract]]Semigroup and prefix computations on two-dimensional mesh-connected computers with multi...
AbstractWe present a parallel prefix algorithm which uses (2(p + 1)p (p + 1) + 2)n − 1 arithmetic an...
We introduce a new optimal prefix computation algorithm on linked lists which builds upon the sparse...
Parallel prefix computation is perhaps the most frequently used subroutine in parallel algorithms to...
The paper presents efficient scalable algorithms for performing prefix (PC) and general prefix (GPC)...
Abstract. We consider parallel prefix computation on processors of dif-ferent and possibly changing ...
AbstractParallel prefix is an important technique that has been widely accepted in many area of scie...
Abstract: "Experienced algorithm designers rely heavily on a set of building blocks and on the tools...
Abstract—A parallel algorithm for prefix computation reported recently on interconnection network ca...
We establish non-trivial lower bounds for several prefix problems in the CRCW PRAM model. The chaini...
AbstractWe establish non-trivial lower bounds for several prefix problems in the CRCW PRAM model. Th...
Abstract. We describe and experimentally compare three theoretically well-known algorithms for the p...
AbstractWe present a parallel algorithm for the prefix sums problem which runs in timeO( logn/log lo...
Parallel prefix is one of the fundamental algorithms in computer science. Parallel prefix networks a...
AbstractAn O(log log m) time n log mlog log m-processor CRCW-PRAM algorithm for the string prefix-ma...
[[abstract]]Semigroup and prefix computations on two-dimensional mesh-connected computers with multi...
AbstractWe present a parallel prefix algorithm which uses (2(p + 1)p (p + 1) + 2)n − 1 arithmetic an...
We introduce a new optimal prefix computation algorithm on linked lists which builds upon the sparse...
Parallel prefix computation is perhaps the most frequently used subroutine in parallel algorithms to...
The paper presents efficient scalable algorithms for performing prefix (PC) and general prefix (GPC)...
Abstract. We consider parallel prefix computation on processors of dif-ferent and possibly changing ...
AbstractParallel prefix is an important technique that has been widely accepted in many area of scie...
Abstract: "Experienced algorithm designers rely heavily on a set of building blocks and on the tools...
Abstract—A parallel algorithm for prefix computation reported recently on interconnection network ca...
We establish non-trivial lower bounds for several prefix problems in the CRCW PRAM model. The chaini...
AbstractWe establish non-trivial lower bounds for several prefix problems in the CRCW PRAM model. Th...
Abstract. We describe and experimentally compare three theoretically well-known algorithms for the p...
AbstractWe present a parallel algorithm for the prefix sums problem which runs in timeO( logn/log lo...
Parallel prefix is one of the fundamental algorithms in computer science. Parallel prefix networks a...
AbstractAn O(log log m) time n log mlog log m-processor CRCW-PRAM algorithm for the string prefix-ma...
[[abstract]]Semigroup and prefix computations on two-dimensional mesh-connected computers with multi...