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I. Raykov

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Open access 2021

Optimization of Fitzpatrick Functions and a Numerical Minimization Algorithm

We consider optimization problems for a class of convex functions on H × H introduced by Simon Fitzpatrick, where H is a real Hilbert space. We show that the minimization problem of Fitzpatrick functions can be transformed from solving of the correspondent differential inclusions (d.i) on H × H, to solving simplified d...

I. Raykov, M. Nashed · 0 citations

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