![Acta Universitatis Matthiae Belii series Mathematics](./images/logoumb-web-biele.png)
![](images/t_bg.gif)
![](images/t_bg.gif)
Archive (Printed Edition)
![](./images/q.gif)
![](./images/q.gif)
![](./images/q.gif)
![](./images/q.gif)
![](./images/q.gif)
![](./images/q.gif)
![](./images/q.gif)
![](./images/q.gif)
![](./images/q.gif)
![](./images/q.gif)
![](./images/q.gif)
![](./images/q.gif)
![](./images/q.gif)
![](./images/q.gif)
![](./images/q.gif)
![](./images/q.gif)
![](./images/q.gif)
![](./images/q.gif)
![](./images/q.gif)
![](./images/q.gif)
![](./images/q.gif)
![](./images/q.gif)
![](./images/q.gif)
![](./images/q.gif)
![](./images/q.gif)
![](./images/q.gif)
![](./images/q.gif)
![](./images/q.gif)
Acta Univ. M. Belii Ser. Math. 8 (2000), pp. 3-9. | Download full version |
Received on 10. July 2000
Published online on 1. December 2010 |
Tangential prolongation of Surfaces in E3-classification of
Parametric Nets
by Anton Dekrét and Ján Bakša![Abstract](./abstracts/acta0801.png)
Keywords
surface in E3, parametric nets on surfaces, tangential prolongation of nets.
Mathematics Subject Classification
(2000) 53C05.
BibTeX reference
@ARTICLE{aumb0801, author = {Anton Dekrét}, author = {Ján Bakša}, title = {Tangential prolongation of Surfaces in $E_3$-classification of Parametric Nets}, journal = {Acta Univ. M. Belii Ser. Math.}, year = {2000}, volume = {8}, ages = {3--9}, isbn = {80-8055-522-2} }