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  1. Gregorio Ricci-Curbastro (* 12. Januar 1853 in Lugo, Provinz Ravenna; † 6. August 1925 in Bologna) war ein italienischer Mathematiker. Er war vor allem berühmt für seine Forschungsergebnisse auf dem Gebiet der Tensorrechnung . Inhaltsverzeichnis. 1 Leben. 2 Ehrungen. 3 Siehe auch. 4 Literatur. 5 Weblinks. Leben.

  2. He is most famous as the discoverer of tensor calculus . With his former student Tullio Levi-Civita, he wrote his most famous single publication, [2] a pioneering work on the calculus of tensors, signing it as Gregorio Ricci.

  3. Gregorio Ricci Curbastro [N 1] ( Lugo, 12 gennaio 1853 – Bologna, 6 agosto 1925) è stato un matematico italiano . Indice. 1 Biografia. 1.1 La giovinezza. 1.2 Gli studi sul calcolo differenziale assoluto. 2 Opere. 3 Riconoscimenti. 4 Omaggi. 5 Note. 6 Bibliografia. 7 Voci correlate. 8 Altri progetti. 9 Collegamenti esterni. Biografia. La giovinezza.

  4. Quick Info. Born. 12 January 1853. Lugo, Papal States (now Italy) Died. 6 August 1925. Bologna, Italy. Summary. Gregorio Ricci-Curbastro was an Italian mathematician best known for the invention of tensor calculus. View one larger picture. Biography. Gregorio Ricci-Curbastro's father was Antonio Ricci-Curbastro and his mother was Livia Vecchi.

  5. 4. Apr. 2024 · Gregorio Ricci-Curbastro (born January 12, 1853, Lugo, Papal States [Italy]—died August 6, 1925, Bologna) was an Italian mathematician instrumental in the development of absolute differential calculus, formerly also called the Ricci calculus but now known as tensor analysis.

    • The Editors of Encyclopaedia Britannica
  6. An einigen Stellen im Buch steht nämlich „Gregorio Ricci-Curbastro“ geschrieben, insbesondere in der Überschrift des von Levi-Civita verfaßten Nekrologs.

  7. Ricci-Curbastro, Gregorio, italienischer Mathematiker, *12.1.1853 Lugo (Provinz Ravenna), †6.8.1925 Bologna; ab 1880 Professor in Padua; bearbeitete neuere Probleme der Geometrie, Differentialgeometrie, Algebra und mathematischen Physik, besonders Tensorrechnung (nach ihm benannt sind der Ricci-Tensor und der von A. Einstein in der ...