nt research into generalized Fourier analysis. Serving as a classical reference in mathematical physics and applied mathematics. The techniques developed have been incorporated into advanced textbooks and research papers, testifying to their enduri
}f(x) dx \] Sneddon explored its application in solving integral equations that involve power-law behaviors, common in fractal geometries and asymptotic analysis. Advantages: Suitable for analyzing scale-invariant problems Facilitates the solution of certain integral
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