Please use this identifier to cite or link to this item: http://hdl.handle.net/10525/3894

 Title: Directional Continuity and Upper Semi-Continuity in Differential Inclusions Authors: Ivanov, R. P.Kitanov, N. M. Keywords: Department of Operations Researchmulti-functiondifferential inclusiondirectional continuityupper and low semi-continuity Issue Date: Aug-1994 Publisher: Institute of Mathematics with Computer Center at the Bulgarian Academy of Sciences Series/Report no.: 1994;3 Abstract: An existence theorem is proved for solutions of autonomous differential inclusions with an upper semicontinuous and nonconvex right-hand side. The proof is based on an inner and directional continuous parameterization. The solution is obtained as a limit of disturbed systems solutions. An example of differential equiation with discontinuous right-hand side is considered. AMS (MOS) subject classification. 34A60. Description: [Ivanov R. P.; Иванов Р. П.]; [Kitanov N. M.; Китанов Н. М.] URI: http://hdl.handle.net/10525/3894 Appears in Collections: Preprints

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