Abstract: "Experienced algorithm designers rely heavily on a set of building blocks and on the tools needed to put the blocks together into an algorithm. The understanding of these basic blocks and tools is therefore critical to the understanding of algorithms. Many of the blocks and tools needed for parallel algorithms extend from sequential algorithms, such as dynamic-programming and divide-and-conquer, but others are new. This paper introduces one of the simplest and most useful building blocks for parallel algorithms: the all-prefix-sums operation. The paper defines the operation, shows how to implement it on a P-RAM and illustrates many applications of the operation.In addition to being a useful building block, the all-prefix-sums oper...
The paper presents efficient scalable algorithms for performing prefix (PC) and general prefix (GPC)...
In this paper we study the Prefix Sum problem introduced by Fredman. We show that it is possible to ...
Abstract. We consider parallel prefix computation on processors of dif-ferent and possibly changing ...
Parallel prefix sums algorithms are one of the simplest and most useful building blocks for construc...
Parallel prefix computation is perhaps the most frequently used subroutine in parallel algorithms to...
A novel comprehensive and coherent approach for the purpose of increasing instruction-level parallel...
With the advent of dedicated hardware for multicore programming, parallel algorithms have become omn...
Prefix sums are key building blocks in the implementation of many concurrent software applications, ...
Abstract:- We are interested in solving the prefix problem of n inputs using p < n processors on ...
[[abstract]]In this paper we use the tensor product notation as the framework of a programming metho...
Abstract. The main contribution of this work is to propose a number of broadcast-efficient VLSI arch...
AbstractWe present a parallel prefix algorithm which uses (2(p + 1)p (p + 1) + 2)n − 1 arithmetic an...
A parallel prefix network computes each $x_0 \circ x_1 \circ \ldots x_k$ for $0 \le k < n$, for an ...
AbstractÐIn this work, we address the problem of designing efficient and scalable hardware-algorithm...
© 2020 IEEE. Existing work-efficient parallel algorithms for floating-point prefix sums exhibit eith...
The paper presents efficient scalable algorithms for performing prefix (PC) and general prefix (GPC)...
In this paper we study the Prefix Sum problem introduced by Fredman. We show that it is possible to ...
Abstract. We consider parallel prefix computation on processors of dif-ferent and possibly changing ...
Parallel prefix sums algorithms are one of the simplest and most useful building blocks for construc...
Parallel prefix computation is perhaps the most frequently used subroutine in parallel algorithms to...
A novel comprehensive and coherent approach for the purpose of increasing instruction-level parallel...
With the advent of dedicated hardware for multicore programming, parallel algorithms have become omn...
Prefix sums are key building blocks in the implementation of many concurrent software applications, ...
Abstract:- We are interested in solving the prefix problem of n inputs using p < n processors on ...
[[abstract]]In this paper we use the tensor product notation as the framework of a programming metho...
Abstract. The main contribution of this work is to propose a number of broadcast-efficient VLSI arch...
AbstractWe present a parallel prefix algorithm which uses (2(p + 1)p (p + 1) + 2)n − 1 arithmetic an...
A parallel prefix network computes each $x_0 \circ x_1 \circ \ldots x_k$ for $0 \le k < n$, for an ...
AbstractÐIn this work, we address the problem of designing efficient and scalable hardware-algorithm...
© 2020 IEEE. Existing work-efficient parallel algorithms for floating-point prefix sums exhibit eith...
The paper presents efficient scalable algorithms for performing prefix (PC) and general prefix (GPC)...
In this paper we study the Prefix Sum problem introduced by Fredman. We show that it is possible to ...
Abstract. We consider parallel prefix computation on processors of dif-ferent and possibly changing ...