The last papers of H. Poincaré. (Q2784288)
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scientific article; zbMATH DE number 1731867
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | The last papers of H. Poincaré. |
scientific article; zbMATH DE number 1731867 |
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22 April 2002
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mechanics
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mathematical physics
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foundations of mathematics
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integral equations
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The last papers of H. Poincaré. (English)
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The book is a collection of Russian translations of the following papers by Henri Poincaré (1854-1912): NEWLINENEWLINENEWLINE1) ``The future of mathematics'' (an extract related to algebra and arithmetics from his talk on the 4th International Congress of Mathematicians held in Rome in 1908) see JFM 39.0081.03; NEWLINENEWLINENEWLINE2) ``The Arrhenius demon'' [Hommage á Louis Olivier, Paris, 281-287 (1911)]; NEWLINENEWLINENEWLINE3) ``Logics and intuition in the mathematical science and education'', Enseign. Math. 1, 157-162 (1899; JFM 30.0080.03); NEWLINENEWLINENEWLINE4) ``On a generalization of the Jacobi method'', C. R. Acad. Sci., Paris 149, 1105-1109 (1909; JFM 40.0775.01); NEWLINENEWLINENEWLINE5) ``On periodic solutions and the least action principle'' [C. R. Acad. Sci., Paris 123, 915-918 (1896; JFM 27.0608.02) and 124, 713-716 (1897; JFM 28.0644.03)]; NEWLINENEWLINENEWLINE6) ``The ideas of Hertz in mechanics'' [Revue Gén. Sci. 8, 734-743 (1897; JFM 28.0054.04)]; NEWLINENEWLINENEWLINE7) ``Remarks on the Laplace conjecture'' [Bull. Astron. 28, 251-266 (1911; JFM 42.1014.08)]; NEWLINENEWLINENEWLINE8) ``On a new form of the equations of mechanics'' [C. R. Acad. Sci., Paris 132, 369-371 (1901; JFM 32.0715.01)]; NEWLINENEWLINENEWLINE9) ``On precession of deformable bodies'' [Bull. Astron. 27, 321-356 (1910; Zbl 1308.74043)]; NEWLINENEWLINENEWLINE10) ``On a geometric theorem'' [Rend. Circ. Mat. Palermo 33, 375-407 (1912; JFM 43.0757.03)]; NEWLINENEWLINENEWLINE11) The Göttingen lectures given in 1909: Lecture 1. On the Fredholm equations [Acta Math. 33, 57-86 (1909; JFM 40.0398.01)]. Lecture 2. Application of the theory of integral equations to seatides. Lecture 3. Application of the theory of integral equations to the Hertz waves [Rend. Circ. Mat. Palermo 29, 169-260 (1910; JFM 41.0972.03)]. Lecture 4. On a reduction of Abelian integrals and the theory of Fuchs functions [Rend. Circ. Mat. Palermo 27, 281-336 (1909; JFM 40.0486.03)]. Lecture 5. On transfinite numbers [Acta Math. 32, 195-200 (1909; JFM 40.0098.04)]. Lecture 6. A new mechanics. The book also contains a review of these lectures by \textit{G. D. Birkhoff} [Bull. Am. Math. Soc. 17 (1911)].
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