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Raum und Zeit : Vortrag, gehalten auf der 80. Naturforscher-Versammlung zu Köln am 21. September 1908

Autor: H Minkowski; August Gutzmer; Gesellschaft Deutscher Naturforscher und Ärtze. Versammlung; Deutsche Mathematiker-Vereinigung.
Editora: Leipzig und Berlin : Druck und Verlag von B.G. Teubner, 1909.
Edição/Formato   Imprimir livro : AlemãoVer todas as edições e formatos
Resumo:
This paper read in Cologne a few months before he died expanded relativity into geometrical form. This separate form of the paper was printed as a tribute after his sudden and tragic death. Minkowski here introduces the idea that made possible the expansion of the Special Relativity of 1905 into the General Relativity of 1916. By making time a dimension equivalent to the three spatial dimensions, Minkowski made it  Ler mais...
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Tipo de Documento Livro
Todos os Autores / Contribuintes: H Minkowski; August Gutzmer; Gesellschaft Deutscher Naturforscher und Ärtze. Versammlung; Deutsche Mathematiker-Vereinigung.
Número OCLC: 15137184
Notas: "Sonderabdruck aus dem 18. Bande des Jahres-berichts der Deutschen Mathematiker-Vereinigung [p. 75-88]."
Collation: [unsigned, 1⁸ 2₁ 3₁]; 10 leaves, pp. [4 unnumbered] [1] 2-14 [15-16] + frontispiece portrait.
Publisher's advertisements for Minkowski's Geometrie der Zahlen and Diophantische Approximationen: p. [15]-[16].
Issued in thick cream wrappers; engraved cover title printed in dark brown ink.
Descrição: [4], 14, [2] p., [1] leaf of plates : ill., port. ; 26 cm.
Responsabilidade: von Hermann Minkowski ; mit dem Bildnis Hermann Minkoskis sowie einem Vorwort von A. Gutzmer.

Resumo:

This paper read in Cologne a few months before he died expanded relativity into geometrical form. This separate form of the paper was printed as a tribute after his sudden and tragic death. Minkowski here introduces the idea that made possible the expansion of the Special Relativity of 1905 into the General Relativity of 1916. By making time a dimension equivalent to the three spatial dimensions, Minkowski made it possible to handle transformations in space and time in an entirely new way.

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