What is Heterogeneous Computing?
http://developer.amd.com/resources/heterogeneous-computing/what-is-heterogeneous-computing/
Heterogeneous computing refers to systems that use more than one kind of processor. These are multi-core systems that gain performance not just by adding cores, but also by incorporating specialized processing capabilities to handle particular tasks. Heterogeneous System Architecture (HSA) systems utilize multiple processor types (typically CPUs and GPUs), usually on the same silicon die, to give you the best of both worlds: GPU processing, apart from its well-known 3D graphics rendering capabilities, can also perform mathematically intensive computations on very large data sets, while CPUs can run the operating system and perform traditional serial tasks.
What is Heterogeneous Computing?的更多相关文章
- PatentTips - Scheduling compute kernel workgroups to heterogeneous processors based on historical processor execution times and utilizations
BACKGROUND OF THE INVENTION 1. Field of the Invention The present invention relates generally to h ...
- PatentTips - Heterogeneous Parallel Primitives Programming Model
BACKGROUND 1. Field of the Invention The present invention relates generally to a programming model ...
- symmetric multiprocessor
https://en.wikipedia.org/wiki/Symmetric_multiprocessor_system A symmetric multiprocessor system (SMP ...
- [Z] 计算机类会议期刊根据引用数排名
一位cornell的教授做的计算机类期刊会议依据Microsoft Research引用数的排名 link:http://www.cs.cornell.edu/andru/csconf.html Th ...
- 【异构计算】OpenCL中上下文
引言 opencl中,上下文(context)是一个抽象容器并存在于主机端,它能协调主机与设备之间的交互机制,管理设备上可以的内存对象,跟踪针对每个设备新建kernel和程序. API函数clCrea ...
- 《OpenCL异构计算》新版中译本派送中!
<OpenCL异构计算1.2>新鲜出炉,目前市面上仍一书难求!我们已向清华出版社订购到第一批新书.关注异构开发社区,积极参与,就有可能免费获取新书! 1.如果您异构社区的老朋友,请关注:1 ...
- 【转】ARM vs X86 – Key differences explained!
原文:http://www.androidauthority.com/arm-vs-x86-key-differences-explained-568718/ Android supports 3 d ...
- opencl 和Renderscript总结
在android上要开发opencl.手机端要有libopencl.so文件(也就是opencl驱动).可是如今android手机端非常少有这个文件.原因是尽管AMD.Intel.NVIDIA.苹果等 ...
- Neural Network Virtual Machine
深度学习Stack 为什么提出NNVM? 深度学习框架现状 - “碎片化” 目前,深度学习应用框架呈现出高度的“碎片化(fragmentation)”倾向,这主要是由于下述两个原因: 1. 深度学习正 ...
随机推荐
- ServletContext中常用方法(getRsource和getResourceAsStream)
转自:http://blog.csdn.net/yakson/article/details/9203267 一..获取Tomcat的Context的初始化参数. 1.获取Tomcat的server. ...
- 【codevs1993】草地排水 最大流
[codevs1993]草地排水 题目描述 Description 在农夫约翰的农场上,每逢下雨,Bessie最喜欢的三叶草地就积聚了一潭水.这意味着草地被水淹没了,并且小草要继续生长还要花相当长一段 ...
- H5开发之Eclipes 编码乱码问题
1.编码不对 a.对某文件或某工程更改编码: 鼠标移到工程名或文件名,右键->Properties->Resource->Text file enCoding ->更改编码(G ...
- BZOJ4361 : isn
设$f[i]$表示长度为$i$的不下降子序列的个数. 考虑容斥,对于长度为$i$的子序列,如果操作不合法,那么之前一定是一个长度为$i+1$的子序列,所以答案$=\sum_{i=1}^n(f[i]\t ...
- [Coursera]Machine Learning
有用的链接: http://blog.csdn.net/yunlong34574/article/details/8851942
- [Leetcode] Wildcard Matching
Implement wildcard pattern matching with support for '?' and '*'. '?' Matches any single character. ...
- 【wikioi】1281 Xn数列(矩阵乘法)
http://wikioi.com/problem/1281/ 矩阵真是个神奇的东西.. 只要搞出一个矩阵乘法,那么递推式可以完美的用上快速幂,然后使复杂度降到log 真是神奇. 在本题中,应该很快能 ...
- 【wikioi】1217 借教室
题目链接http://www.wikioi.com/problem/1217/ 算法:二分答案(线段树可过wikioi数据) 二分:http://www.wikioi.com/solution/lis ...
- 星外虚拟主机跨web目录文件读取漏洞
星外虚拟主机跨目录读取文件漏洞,需要一定条件. 问题发生在以下文件,这些文件都没有严格的设置执行权限,当前的IIS用户能够顺利的利用它们执行命令: c:\windows\7i24IISLOG.exe ...
- 应用服务器上部署自己的 blog 和 wiki 组件。
协作性应用程序 这就是 Web 2.0 的全部,尽管该术语出现才几乎一年的时间,但现在好像只有烹饪杂志还没有加入到讨论 Web 2.0 未来出路的行列中.自从出现了里程碑式的文章 "What ...