A catching-up algorithm for differential inclusions with maximal monotone operators converges to continuous solutions on finite horizons with stability and explicit error bounds under dissipativity and Lipschitz assumptions.
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Convergence and Stability of a Catching-Up Algorithm for Differential Inclusions with Maximal Monotone Operators
A catching-up algorithm for differential inclusions with maximal monotone operators converges to continuous solutions on finite horizons with stability and explicit error bounds under dissipativity and Lipschitz assumptions.