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An elementary proof of the quadratic envelope characterization of zero-derivative points (CROSBI ID 243947)
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Jukić, Dragan
An elementary proof of the quadratic envelope characterization of zero-derivative points // Optimization letters, 12 (2018), 5; 1155-1156. doi: 10.1007/s11590-017-1174-1
Podaci o odgovornosti
Jukić, Dragan
engleski
An elementary proof of the quadratic envelope characterization of zero-derivative points
This note presents a simple and self-contained proof of Zlobec’s theorem (J Glob Optim 46:155– 161, 2010) on quadratic envelope characterization of zero-derivative points for smooth functions in several variables with a Lipschitz derivative. Our proof does not require any knowledge about convexifiable functions.
Zero-derivative point ; Quadratic envelope characterization of zero-derivative point
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Podaci o izdanju
12 (5)
2018.
1155-1156
objavljeno
1862-4472
1862-4480
10.1007/s11590-017-1174-1
Povezanost rada
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