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The 17 pages that link to Joseph Fourier, each with the reason it gives.

• Fourier transformRelated: His heat theory made decompositions into sinusoidal modes central to the transform’s history.

• Fourier seriesRelated: His heat theory made the expansion central to mathematical physics.

• Heat equationRelated: His 1822 treatise derived and applied the equation to heat conduction.

• Fourier analysisRelated: His work on heat conduction made series representations central to mathematical physics.

• Joseph-Louis LagrangeRelated: Fourier studied at the École Normale during Lagrange’s tenure there.

• Harmonic analysisRelated: His heat equation investigations established the method’s early importance.

• Joseph LiouvilleRelated: Liouville studied at the École Polytechnique, where Fourier was among his influential teachers.

• Poisson summation formulaRelated: Fourier series provide the central technique behind a standard derivation of the formula.

• Fourier inversion theoremRelated: His claims about representing functions with trigonometric series prompted later inversion theory.

• Parseval's identityRelated: Fourier series supplied the setting in which the identity's coefficient-energy relation developed.

• Parseval's theoremRelated: Fourier series supplied the setting in which the identity became central.

• Gaspard-Gustave de CoriolisRelated: Fourier and Coriolis were colleagues in France’s mathematical and engineering institutions.

• Budan's theoremRelated: Fourier independently developed the derivative-based result often called the Budan–Fourier theorem.

• Climate variability and changeRelated: His early account introduced the physical idea behind atmospheric heat trapping.

• Dini testRelated: His program of representing functions by trigonometric series created the convergence problem Dini-type tests address.

• History of climate change scienceRelated: His 1820s account of atmospheric heat retention laid groundwork for the greenhouse effect.

• Series expansionRelated: His work made expansions in sine and cosine central to solving physical problems.