Tallos, Péter and Joó, István (1999) The FilippovWazewski relaxation theorem revisited. Acta Mathematica Hungarica, 83 (2). pp. 277283. DOI 10.1023/A:1006679923121

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Official URL: http://www.akademiai.com/content/nh316gn02vg5161r/
Revised version. Research partially supported by OTKA, Grant No. T 023881
Abstract
The converse statement of the FilippovWazewski relaxation theorem is proven, more precisely, two differential inclusions have the same closure of their solution sets if and only if the righthand sides have the same convex hull. The idea of the proof is examining the contingent derivatives to the attainable sets.
Item Type:  Article 

Series Number / Identification Number:  10.1023/A:1006679923121 
Subjects:  Mathematics, Econometrics 
Funders:  OTKA 
DOI:  10.1023/A:1006679923121 
ID Code:  319 
Deposited By:  Ádám Hoffmann 
Deposited On:  31 Mar 2011 12:18 
Last Modified:  03 Jul 2012 00:24 
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