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iSIRA: Integrated shift–invert residual Arnoldi method for graph Laplacian matrices from big data
Wei Qiang Huang
*
, Wen Wei Lin,
Henry Horng Shing Lu
, Shing Tung Yau
*
此作品的通信作者
應用數學系
統計學研究所
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:
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同行評審
4
引文 斯高帕斯(Scopus)
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排序方式
重量
按字母排序
Mathematics
Arnoldi Method
100%
Graph Laplacian
94%
Laplacian Matrix
84%
Trimming
63%
Factorise
63%
Singularity
49%
Eigenvalue
44%
Social Media
42%
Eigenvalue Problem
40%
Zero property
37%
Graph Eigenvalues
35%
Community Detection
35%
Spectral Clustering
35%
Arnoldi
32%
LU Factorization
32%
Lanczos Method
31%
Deflation
31%
Sparse Linear Systems
31%
Laplacian Eigenvalues
29%
Complex Networks
27%
Enhancement
27%
Sensor
27%
Image Processing
25%
Positive semidefinite
25%
One Dimension
22%
Undirected Graph
22%
Simple Graph
21%
Eigenvector
21%
Positive definite
21%
Target
20%
Connected graph
18%
Influence
18%
Numerical Experiment
16%
Linear Systems
16%
Computing
14%
Term
12%
Engineering & Materials Science
Trimming
86%
Linear systems
63%
Big data
63%
Eigenvalues and eigenfunctions
37%
Complex networks
36%
Factorization
35%
Image processing
27%
Sensors
18%
Experiments
12%