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A reconstructive scheme for variational iteration method using the  Yang-Laplace transform is proposed and developed with the Yang-Laplace  transform. The identification of fractal Lagrange multiplier is investigated  by the Yang-Laplace transform. The method is exemplified by a fractal heat  conduction equation with local fractional derivative. The results developed  are valid for a compact solution domain with high accuracy

Reconstructive schemes for variational iteration method within Yang-Laplace transform with application to fractal heat conduction problem