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- Paul_du_Bois-Reymond abstract "Paul David Gustav du Bois-Reymond (2 December 1831 – 7 April 1889) was a German mathematician who was born in Berlin and died in Freiburg. He was the brother of Emil du Bois-Reymond.His thesis was concerned with the mechanical equilibrium of fluids. He worked on the theory of functions and in mathematical physics. His interests included Sturm–Liouville theory, integral equations, variational calculus, and Fourier series. In this latter field, he was able in 1873 to construct a continuous function whose Fourier series is not convergent. His lemma defines a sufficient condition to guarantee that a function vanishes almost everywhere.Du Bois-Reymond also established that a trigonometric series that converges to a continuous function at every point is the Fourier series of this function.".
- Paul_du_Bois-Reymond birthDate "1831-12-02".
- Paul_du_Bois-Reymond birthYear "1831".
- Paul_du_Bois-Reymond deathDate "1889-04-07".
- Paul_du_Bois-Reymond deathYear "1889".
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- Paul_du_Bois-Reymond dateOfBirth "1831-12-02".
- Paul_du_Bois-Reymond dateOfDeath "1889-04-07".
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- Paul_du_Bois-Reymond name "Bois-Reymond, Paul David Gustav du".
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- Paul_du_Bois-Reymond description "German mathematician".
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- Paul_du_Bois-Reymond comment "Paul David Gustav du Bois-Reymond (2 December 1831 – 7 April 1889) was a German mathematician who was born in Berlin and died in Freiburg. He was the brother of Emil du Bois-Reymond.His thesis was concerned with the mechanical equilibrium of fluids. He worked on the theory of functions and in mathematical physics. His interests included Sturm–Liouville theory, integral equations, variational calculus, and Fourier series.".
- Paul_du_Bois-Reymond label "Paul David Gustave du Bois-Reymond".
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- Paul_du_Bois-Reymond label "Дюбуа-Реймон, Поль Давид Густав".
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- Paul_du_Bois-Reymond givenName "Paul David Gustav du".
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- Paul_du_Bois-Reymond name "Bois-Reymond, Paul David Gustav du".
- Paul_du_Bois-Reymond name "Paul David Gustav du Bois-Reymond".
- Paul_du_Bois-Reymond surname "Bois-Reymond".