Algorithm Analysis of Sparse Matrix Multiplication
Matrix is widely used in telecommunication, cryptography, computer science and other field. Especially in wireless sensor network data processing, it is important and necessary to keep data transmitting reliable and resilient. In channel coding and secure communication, matrix is used to realize the...
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| Published in: | IEEE International Conference on Software Quality, Reliability and Security Companion (QRS-C) (Online) pp. 912 - 917 |
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| Main Authors: | , , , , , |
| Format: | Conference Proceeding |
| Language: | English |
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IEEE
01.12.2021
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| ISSN: | 2693-9371 |
| Online Access: | Get full text |
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| Abstract | Matrix is widely used in telecommunication, cryptography, computer science and other field. Especially in wireless sensor network data processing, it is important and necessary to keep data transmitting reliable and resilient. In channel coding and secure communication, matrix is used to realize the coding of transmission information and source information in the channel, which not only reduces the bit error rate of wireless communication, but also realizes the confidentiality of communication. The development of effective algorithms for matrix calculation has been an interesting subject for several centuries and an expanding research field. For some widely used and special matrices, such as sparse matrix and quasi diagonal matrix, there are specific fast algorithms. This paper briefly describes and explains our design of serial algorithms which implementing the sparse matrix multiplication by parallel programming, and also to provide benchmark results to justify the correctness and performance of our design. |
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| AbstractList | Matrix is widely used in telecommunication, cryptography, computer science and other field. Especially in wireless sensor network data processing, it is important and necessary to keep data transmitting reliable and resilient. In channel coding and secure communication, matrix is used to realize the coding of transmission information and source information in the channel, which not only reduces the bit error rate of wireless communication, but also realizes the confidentiality of communication. The development of effective algorithms for matrix calculation has been an interesting subject for several centuries and an expanding research field. For some widely used and special matrices, such as sparse matrix and quasi diagonal matrix, there are specific fast algorithms. This paper briefly describes and explains our design of serial algorithms which implementing the sparse matrix multiplication by parallel programming, and also to provide benchmark results to justify the correctness and performance of our design. |
| Author | Liu, Yang Ren, Hui Zheng, Xiaogang Ma, Hongwei Wang, Lu Kang, Jian |
| Author_xml | – sequence: 1 givenname: Hui surname: Ren fullname: Ren, Hui email: pallasrh@sina.com organization: Beijing Institute of Astronautical Systems Engineering – sequence: 2 givenname: Hongwei surname: Ma fullname: Ma, Hongwei email: mahongwei1987@yeah.net organization: Beijing Institute of Astronautical Systems Engineering – sequence: 3 givenname: Jian surname: Kang fullname: Kang, Jian email: kangjian004@163.com organization: Beijing Institute of Astronautical Systems Engineering – sequence: 4 givenname: Yang surname: Liu fullname: Liu, Yang email: yangliu_npu@163.com organization: Beijing Institute of Astronautical Systems Engineering – sequence: 5 givenname: Lu surname: Wang fullname: Wang, Lu email: henrywang513@126.com organization: Beijing Institute of Astronautical Systems Engineering – sequence: 6 givenname: Xiaogang surname: Zheng fullname: Zheng, Xiaogang email: zxg1232004@163.com organization: Beijing Institute of Astronautical Systems Engineering |
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| Snippet | Matrix is widely used in telecommunication, cryptography, computer science and other field. Especially in wireless sensor network data processing, it is... |
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| SubjectTerms | Benchmark testing Bit error rate Communications technology Computer network reliability matrix multiplication parallel Software reliability sparse Wireless communication Wireless sensor networks |
| Title | Algorithm Analysis of Sparse Matrix Multiplication |
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