Accelerating CUDA graph algorithms at maximum warp
By Sungpack Hong, Sang Kyun Kim, Tayo Oguntebi, Kunle Olukotun. ACM SIGPLAN Symposium on Principles & Practice of Parallel Programming, 2011
392 citations recorded by the source corpus.
Subfields: Artificial Intelligence, Computer Vision and Pattern Recognition, Hardware and Architecture
View Paper: https://www.semanticscholar.org/paper/2724de31317b1b9e026b5f90251829ee02f3fa3f
How researchers see this paper
The researchers whose trusted networks rank it highest, strongest advocate first. Every researcher gets a different order.
In Artificial Intelligence
- Onur Mutlu
- Kiyoung Choi
- Sungjoo Yoo
- Junwhan Ahn
- Sungpack Hong
- Michael Garland
- Andrew S. Grimshaw
- Duane Merrill
In Computer Vision and Pattern Recognition
- Onur Mutlu
- Sungjoo Yoo
- Junwhan Ahn
- Kiyoung Choi
- Keshav Pingali
- Sungpack Hong
- Michael Garland
- Andrew S. Grimshaw
In Hardware and Architecture
- Onur Mutlu
- Keshav Pingali
- Sungpack Hong
- Sungjoo Yoo
- Junwhan Ahn
- Kiyoung Choi
- Martin Burtscher
- Rupesh Nasre
Citations in the corpus
- Green-Marl: a DSL for easy and efficient graph analysis (2012, background): “This is practical as recent work [4] has demonstrated that fairly large-sized graph problems can be processed in the physical memory of a modern high-end server machine.”
- Efficient Parallel Graph Exploration on Multi-Core CPU and GPU (2011, methodology): “Due to such importance, significant research has been conducted to efficiently implement a parallel BFS for a wide array of computing systems [12]–[19].”
- A scalable processing-in-memory accelerator for parallel graph processing (2015, methodology): “Some works use GPGPUs to accelerate graph processing [15, 18, 19, 40].”
- A quantitative study of irregular programs on GPUs (2012, background): “propose virtual warp sizing to speed up irregular GPU implementations of BFS and other codes [24].”
- Scalable GPU graph traversal (2012, methodology): “[18] describe a vectorized version of the vertexoriented method that is similar to the CSR sparse matrix-vector (SpMV) multiplication approach by Bell and Garland [6].”