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Giuseppe Peano between Mathematics and Logic
Editor
- Fulvia Skof(University of Torino, Department of Mathematics “G. Peano”)
Abstract
Individual chapters are listed in the "Chapters" tab
Suggested Citation
DOI: 10.1007/978-88-470-1836-5
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Book Chapters
The following chapters of this book are listed in IDEAS- Fulvia Skof, 2011. "Giuseppe Peano and Mathematical Analysis in Italy," Springer Books, in: Fulvia Skof (ed.), Giuseppe Peano between Mathematics and Logic, chapter 1, pages 1-12, Springer.
- Jean Mawhin, 2011. "Some Contributions of Peano to Analysis in the Light of the Work of Belgian Mathematicians," Springer Books, in: Fulvia Skof (ed.), Giuseppe Peano between Mathematics and Logic, chapter 2, pages 13-28, Springer.
- Giampietro Allasia, 2011. "Peano, his School and … Numerical Analysis," Springer Books, in: Fulvia Skof (ed.), Giuseppe Peano between Mathematics and Logic, chapter 3, pages 29-46, Springer.
- Gabriele Lolli, 2011. "Peano and the Foundations of Arithmetic," Springer Books, in: Fulvia Skof (ed.), Giuseppe Peano between Mathematics and Logic, chapter 4, pages 47-67, Springer.
- Paolo Freguglia, 2011. "Geometric Calculus and Geometry Foundations in Peano," Springer Books, in: Fulvia Skof (ed.), Giuseppe Peano between Mathematics and Logic, chapter 5, pages 69-82, Springer.
- Clara Silvia Roero, 2011. "The Formulario between Mathematics and History," Springer Books, in: Fulvia Skof (ed.), Giuseppe Peano between Mathematics and Logic, chapter 6, pages 83-133, Springer.
- Ivor Grattan-Guinness, 2011. "Giuseppe Peano: a Revolutionary in Symbolic Logic?," Springer Books, in: Fulvia Skof (ed.), Giuseppe Peano between Mathematics and Logic, chapter 7, pages 135-141, Springer.
- Ettore Casari, 2011. "At the Origins of Metalogic," Springer Books, in: Fulvia Skof (ed.), Giuseppe Peano between Mathematics and Logic, chapter 8, pages 143-156, Springer.
- Elena Anne Marchisotto, 2011. "Foundations of Geometry in the School of Peano," Springer Books, in: Fulvia Skof (ed.), Giuseppe Peano between Mathematics and Logic, chapter 9, pages 157-169, Springer.
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