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Cebirsel Genus One (Seri A) Klein Yüzeylerin Otomorfizmalar

Automorphisms of Klein Surfaces of Algebraic Genus One (Series A)

Journal Name:

  • Çankaya University Journal of Arts and Sciences

Publication Year:

  • 2006

Key Words:

Keywords (Original Language):

Author NameUniversity of AuthorFaculty of Author
Abstract (2. Language): 
Klein surfaces of algebraic genus one are the Möbius band, the annulus and the Klein bottle. In this paper, the automorphisms of these surfaces are determined.
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Abstract (Original Language): 
Cebirsel cinsi bir olan Klein yüzeyleri; Möbius şeridi, silindir ve Klein şişesidir. Bu çalışmada bu yüzeylerin otomorfizmaları belirlenmiştir.
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  • 1
71-78
  • Turkish

REFERENCES

References: 

1. N.L. Alling and N. Greenleaf, Foundation of the Theory of Klein Surfaces. (Lecture Notes in Math.
Vol. 219, Springer-verlag, 1971).
2. I. Bârz_, 'The Dianalytic Morphisms of the Klein Bottles', (In: Complex Analysis, Lecture Notes in
Math. Vol. 1351 (1988), pp.38-51.)
3. G.A. Jones and D. Singerman, Complex Functions: An Algebraic and Geometric Viewpoint
(Cambridge University Press, 1987).

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