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Study of the controllability of differential equations under impulsive conditions

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Academic year: 2021

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Figure

Figure 1 A Bouncing ball This process is simulated by a di¤ erential equation of second order
Figure 2. A body M attached by a spring to a …xed point. The system can be described by the impulsive di¤ erential equations as follows
Figure 3: Appearance of economic shocks in macroeconomic variables

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