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In this paper, we establish the strong convergence of possible solutions to the following nonhomogeneous second order evolution system Formula Not Shown to an element of Formula Not Shown , with an exponential rate of convergence when Formula Not Shown , where A is a general maximal monotone operator in a real Hilbert space H, Formula Not Shown is a real constant and Formula Not Shown is a given function. We show also that the curve u is almost nonexpansive, and present some applications of our result.
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