Elementary Mathematics from a Higher Standpoint, 3 Vols.. Vol.1-3

This three-part treatment on mathematical knowledge needed by teachers was a pathbreaking book published by the German mathematician Felix Klein between 1924 and 1928 and it is still as relevant as it was 90 years ago. The books pulse with the excitement of the actual lectures they came from and combine geometric intuition with the precision of arithmetic formulas in an inspiring way.

A propos de l'auteur

Felix Klein (1849-1925) was a leading German mathematician whose research interests included group theory, complex analysis, and geometry. His work influenced many areas of mathematics and related subjects, ranging from mathematical physics to mathematical didactics.
To this day, Felix Klein is considered one of the most important mathematicians of the 19th century.

Résumé

This three-part treatment on mathematical knowledge needed by teachers was a pathbreaking book published by the German mathematician Felix Klein between 1924 and 1928 and it is still as relevant as it was 90 years ago. The books pulse with the excitement of the actual lectures they came from and combine geometric intuition with the precision of arithmetic formulas in an inspiring way.

Détails du produit

• Auteurs: Felix Klein
• Collaboration: Marta Menghini (Traduction), Gert Schubring (Traduction)
• Edition: Springer, Berlin
• Langues: Anglais
• Format d'édition: Livre de poche
• Sortie: 01.01.2016
• EAN: 9783662495155
• ISBN: 978-3-662-49515-5
• Pages: 740
• Dimensions: 160 mm x 238 mm x 52 mm
• Poids: 1519 g
• Illustrations: Approx. 740 p. 3 volume-set.
• Thèmes: Springer Spektrum; Elementary Mathematics from a Higher Standpoint; Elementary Mathematics from a Higher Standpoint
• Catégories: Sciences humaines, art, musique > Pédagogie > Pédagogie, didactique, méthode; Sciences naturelles, médecine, informatique, technique > Mathématiques > Général, dictionnaires; Mathematik, B, Education, Mathematics, Mathematics, general, Mathematics—Study and teaching, Mathematics Education, Multivariate Calculus, Analysis of Geometric Transformations, Foundations of Geometry, Numerical Mathematics, Multilinear Algebra, Geometric Manifolds