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但是呢,编译的指令在文件里还是给得大差不差了,从中也能窥见autograder需要用的solution的链接,于是po出来本地提交方式,希望能给其他同学带来方便。 首先clone下来依赖库 git clone https://github.com/aschuh703/ECE408.git git clone https://github.com/abduld/libwb.git cd libwb make all 在.bashrc中 n...
ECE408 Public Notifications Fork 0 Star 1 Code Issues Pull requests Actions Projects Security Insights SawyerRen/ECE408master 1 Branch0 Tags Code Folders and filesLatest commit SawyerRen lab4 ee2d639· Sep 19, 2021 History4 Commits ...
wget \ https://github.com/illinois-impact/ece408_mxnet_docker/raw/2019sp/scripts/m1.1.py \ https://github.com/illinois-impact/ece408_mxnet_docker/raw/2019sp/scripts/m1.2.py \ https://github.com/illinois-impact/ece408_mxnet_docker/raw/2019sp/scripts/m2.1.py \ https://github.com/...
15 changes: 15 additions & 0 deletions 15 README.md Original file line numberDiff line numberDiff line change @@ -10,6 +10,21 @@ This is code project for ECE408(Applied Parallel Programming). And you can use t cmake .. make And executable files will be generated in under build/...
ECE408@UIUC CUDA稀疏并行方法Parallel Sparse Method(1): 并行稀疏矩阵乘法实现(ELL/CSR) 压缩稀疏行(Compressed Sparse Row)格式 row_ptr[i]表示第i行从data[row_ptr[i]]元素开始,如图所示。 col_index数组表示元素所在的列的位置。 这样一个格式,我们可以很好的将一个矩阵压缩为三个数组。
原来的视频网址已经失效,新的课程资料可以参考这个Github Repo: Doraemonzzz/UIUV-ECE-408-Learning-materials 本次笔记会补齐机…阅读全文 赞同7 添加评论 分享收藏 并行计算入门 UIUC ECE408 Lecture 7&8 承接上一篇笔记,该笔记主要讲解常量内存(constant memory)、缓存(cache)以及它们在卷积...
来源:https://flyxu.github.io/2016/05/30/2016-5-30/ 顾名思义这个格式单纯的就是记录了非零元素的值-行坐标-列坐标这样一个三元结构。元素是按照先row后column的顺序排列,以支持快速的随机访问。 那么什么是混合结构呢? 混合结构指:我们定义一个column数,使得稀疏矩阵转化为ELL格式比较均匀,对于那些稠密度超...
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