A Plemelj–Privalov Theorem for the Plane Lamé–Navier System

I am excited to share my research is now published! 📚
"A Plemelj–Privalov Theorem for the Plane Lamé–Navier System."
In this paper, we introduce a principal value singular integral operator related to the well-known Lamé–Navier system on a simple closed Lyapunov curve of R^2. We prove that the higher-order Lipschitz class behaves invariant under the action of that singular integral operator.

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