Chapter: Beispiele aus der Geometrie

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Home > Grundzüge der Tensorrechnung in analytischer Darstellung: Teil 1: Tensoralgebra > Beispiele aus der Geometrie

Grundzüge der Tensorrechnung in analytischer Darstellung: Teil 1: Tensoralgebra |

Adalbert Duschek; August Hochrainer

Springer Vienna

Grundzüge der Tensorrechnung in analytischer Darstellung: Teil 1: Tensoralgebra

Beispiele aus der Geometrie

Chapter Info

Authors

Adalbert Duschek; August Hochrainer

ARI Id

1674219934717_4046772

Access

Not Available Free

Pages

33-41

DOI

10.1007/978-3-7091-3476-4_8

Chapter URL

https://rd.springer.com/chapter/10.1007/978-3-7091-3476-4_8

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Chapters/Headings	Author(s)	Pages	Info
Front Matter		I-VI
Einleitung	Adalbert Duschek; August Hochrainer	1-12
Der Gegenstand der Tensorrechnung	Adalbert Duschek; August Hochrainer	13-14
Punkte, Strecken und Vektoren	Adalbert Duschek; August Hochrainer	15-18
Addition von Vektoren. Produkt eines Vektors mit einem Skalar	Adalbert Duschek; August Hochrainer	18-21
Lineare Abhängigkeit von Vektoren	Adalbert Duschek; August Hochrainer	21-26
Länge eines Vektors	Adalbert Duschek; August Hochrainer	26-29
Das innere oder skalare Produkt	Adalbert Duschek; August Hochrainer	29-33
Beispiele aus der Geometrie	Adalbert Duschek; August Hochrainer	33-41
Lineare Vektorfunktionen. Tensoren	Adalbert Duschek; August Hochrainer	42-47
Orthogonale Transformationen und Bewegungsgruppe	Adalbert Duschek; August Hochrainer	47-56
Tensoren und einfachste Tensoroperationen	Adalbert Duschek; August Hochrainer	56-66
Der ε-Tensor und das äußere Produkt von Vektoren	Adalbert Duschek; August Hochrainer	66-82
Reziproke Dreibeine	Adalbert Duschek; August Hochrainer	82-87
Tensoren zweiter Stufe	Adalbert Duschek; August Hochrainer	87-105
Symmetrische Tensoren zweiter Stufe	Adalbert Duschek; August Hochrainer	106-112
Flächen zweiten Grades	Adalbert Duschek; August Hochrainer	113-129
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