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The paper presents an analytical investigation of the topological properties and edge states of the Haldane model on a honeycomb lattice with zigzag edges. By employing a dimensional reduction technique, the authors map the two-dimensional model to effective one-dimensional systems, allowing for the computation of topological invariants such as the winding number and edge-state wavefunctions. The findings provide insights into the topological features of zigzag nanoribbons and establish a framework for anal

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ayn4704

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