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On the uniqueness of solutions of spectral equations
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https://hdl.handle.net/10779/rmit.27424527
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journal contribution
posted on 2024-11-01, 04:44
authored by
Yousong Luo
We prove uniqueness of the viscosity solutions of the Dirichlet problem of the spectral equation where is the vector whose components are eigenvalues of a matrix associated with the unknown function u.
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ISSN -
Is published in
09255001
Journal
Journal of Global Optimization
Volume
40
Start page
155
End page
160
Total pages
6
Publisher
Springer
Place published
United States
Language
English
Copyright
© Springer Science+Business Media, LLC 2007
Former Identifier
2006008049
Esploro creation date
2020-06-22
Fedora creation date
2009-09-01
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Categories
Numerical and computational mathematics not elsewhere classified
Keywords
Comparison principle
Curvature equation
Hessian equation
Spectral function
Viscosity solution
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