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Complex matrix decomposition and quadratic programming
Yongwei Huang,
Shuzhong Zhang
Industrial and Systems Engineering
Research output
:
Contribution to journal
›
Article
›
peer-review
140
Scopus citations
Overview
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Dive into the research topics of 'Complex matrix decomposition and quadratic programming'. Together they form a unique fingerprint.
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Mathematics
Matrix Decomposition
99%
Quadratic Programming
85%
Quadratic Function
47%
Cone
37%
Linear Matrix Inequality
34%
Non-negative
32%
Field of Values
23%
Decompose
20%
Positive Cone
19%
Numerical Range
18%
Semidefinite Programming
17%
Hermitian matrix
16%
Lowest
15%
Optimal Solution
13%
Analogue
10%
Upper bound
10%
Alternatives
9%
Standards
8%
Characterization
8%
Business & Economics
Quadratic Programming
100%
Decomposition
86%
Matrix
69%
Linear Matrix Inequality
52%
Semidefinite Programming
23%
Upper Bound
16%
Optimal Solution
13%
Characterization
12%
Alternatives
7%
Engineering & Materials Science
Quadratic programming
87%
Cones
58%
Decomposition
56%
Linear matrix inequalities
30%