The infinitesimally bendable Euclidean hypersurfaces

Author:

Dajczer M.,Vlachos Th.

Publisher

Springer Science and Business Media LLC

Subject

Applied Mathematics

Reference14 articles.

1. Beez, R.: Zur Theorie des Krümmungsmasses von Mannigfaltigkeiten höhere Ordnung. Zeit. für Math. und Physik 21, 373–401 (1876)

2. Bianchi, L.: Sulle varietà a tre dimensioni deformabili entro lo spazio euclideo a quattro dimensioni. Memorie di Matematica e di Fisica della Società Italiana delle Scienze, serie III 13, 261–323 (1905)

3. Cartan, E.: La déformation des hypersurfaces dans l’espace euclidien réel a $$n$$ n dimensions. Bull. Soc. Math. Fr. 44, 65–99 (1916)

4. Cesaro, E.: Lezioni di Geometria intrinseca. Tipografia della R. Accademia delle scienze, Napoli (1896)

5. Dajczer, M., Florit, L., Tojeiro, R.: On deformable hypersurfaces in space forms. Ann. Mat. Pura Appl. 174, 361–390 (1998)

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