Abstract This chapter provides the mathematical characterization of averagers, Cournot, reachable and Eupalinian maps without using the evolutions governed by the differential inclusions involved in their definitions. Hence, the resolution of differential inclusion is bypassed and those maps are automatically triggered to associate their inputs and their outputs. This is possible by characterizing their graphs in terms of viable capture basins of adequate “characteristic” targets viable in “characteristic” environments under “characteristic” systems to be constructed in each case.
Viability Characterizations and Construction of Celerity Regulators
2016-07-14
29 pages
Aufsatz/Kapitel (Buch)
Elektronische Ressource
Englisch
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