On some properties of derivatives of set-valued mappings
Автор: Polovinkin E.S.
Журнал: Труды Московского физико-технического института @trudy-mipt
Статья в выпуске: 4 (16) т.4, 2012 года.
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New classes of derivatives of set-valued mappings are investigated in the work. We obtain formulas for calculating them. Relations between the derivatives are established. The properties of epiderivatives of functions, hypoderivatives of functions and subdifferentials of arbitrary functions are studied. We obtained subdifferentials of functions representable as the difference of two convex functions.
Tangent cone, subdifferential, aubin derivative of multifunction, clarke derivative, penot derivative, epiderivatives of functions, hypoderivatives of functions
Короткий адрес: https://sciup.org/142185865
IDR: 142185865
