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How to project onto extended second order cones
Orizon Ferreira,
Sandor Nemeth
Mathematics
Research output
:
Contribution to journal
›
Article
›
peer-review
4
Citations (Scopus)
159
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Dive into the research topics of 'How to project onto extended second order cones'. Together they form a unique fingerprint.
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Mathematics
Automorphism Group
22%
Cone
39%
Linear equation
20%
Linear Operator
21%
Lyapunov
23%
Mixed Complementarity Problem
39%
Necessary Conditions
14%
Numerical Methods
18%
Piecewise Linear
24%
Positive Operator
54%
Second-order Cone
100%
Sufficient Conditions
12%
Variational Inequalities
22%
Business & Economics
Complementarity
28%
Numerical Methods
30%
Operator
67%
Variational Inequalities
32%
Engineering & Materials Science
Cones
71%
Linear equations
16%
Mathematical operators
27%
Numerical methods
13%
Real variables
24%