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with involution and Robin boundary condition. We construct a first-order accurate difference scheme to obtain

We consider the Robin Laplacian in two bounded regions Ω1 and Ω2 of ℝ N with Lipschitz boundaries

of the interaction and consider an operator in such perforated domain with the Robin condition on the boundary

, and Robin capacities depending on the variation of the boundary of a domain. We show that for sufficiently

, and Robin capacities depending on the variation of the boundary of a domain. We show that for sufficiently

We prove local solvability and stability of the inverse Robin-Regge problem in the general case

and the distribution along the manifold are arbitrary. A nonlinear Robin condition is imposed on the boundaries

selection. The proposed EWRRLB (Efficient Weighted Round Robin Load Balancer) will assign different costs

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