Fourier inversion theorem

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Covers the Fourier Transformation on L^1 and its applications in various contexts.

Explores Fourier transform analysis tools and the importance of computational intelligence in function transformation.

Covers the Fourier inversion formula and the Plancherel identity, emphasizing their importance in mathematical analysis.

Explores the Fourier equation in 2D for heat conduction in various scenarios, using the separation of variables method.

Explores thermal conduction, Fourier equation, heat flux, and specific heat in steady and unsteady regimes.

Explores using Fourier transformation to solve differential equations, focusing on a specific example and deriving the solution formula step by step.

Covers the basics of thermal conduction, including the Fourier equation and heat transfer regimes.

Covers topics related to thermal conduction and the Fourier equation simplifications.

Focuses on the inverse Fourier transform, verification, and properties.

Explores the Fourier transformation on L^2, emphasizing convergence and density in Fourier analysis.

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