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| f(e^{i\theta}) | and | \mathscr{L}_4(e^{i\theta}) |  for \theta\in[0,2\pi) and n=4

| f(e^{i\theta}) | and | \mathscr{L}_4(e^{i\theta}) | for \theta\in[0,2\pi) and n=4

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This research article aims to staunchly study the approximation using Lagrange interpolation on the unit circle. Nodal system constitutes the vertically projected zeros of Jacobi polynomial onto the unit circle with boundary points at ±1. Moreover, convergence is obtained by considering analytic functions on a suitable domain accompanied by some nu...