Flächentheoretische Integralsätze

Edmund Scholz

  • Publisher: Teubner(Leipzig), 1933

Book Parts

  1. CHAPTER: § 1. Ableitung der Fundamentalformeln.Access to Book Part 
  2. CHAPTER: § 2. Das Flächenelement, die Gaußsche und die mittlere Krümmung.Access to Book Part 
  3. CHAPTER: § 3. Anwendung der Fundamentalformeln auf den Flächeninhalt, die Gaußsche und die mittlere Krümmung.Access to Book Part 
  4. CHAPTER: § 4. Minimalflächen.Access to Book Part 
  5. CHAPTER: § 5. EiflächenAccess to Book Part 
  6. CHAPTER: § 6. Normalkrümmung, geodätische Torsion und Differentialparameter.Access to Book Part 
  7. CHAPTER: § 7. Die geodätische Krümmung.Access to Book Part 
  8. CHAPTER: § 8. Das zweiparametrige orthogonale Dreibein.Access to Book Part 

How to cite


Scholz, Edmund. Flächentheoretische Integralsätze. Leipzig: Teubner, 1933. <http://eudml.org/doc/204216>.

author = {Scholz, Edmund},
keywords = {differential geometry},
language = {ger},
location = {Leipzig},
publisher = {Teubner},
title = {Flächentheoretische Integralsätze},
url = {http://eudml.org/doc/204216},
year = {1933},

AU - Scholz, Edmund
TI - Flächentheoretische Integralsätze
PY - 1933
CY - Leipzig
PB - Teubner
LA - ger
KW - differential geometry
UR - http://eudml.org/doc/204216
ER -

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