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GENELLEŞTİRİLMİŞ WEYL UZAYINDA HİPERNORMAL EĞRİLER

HYPERNORMAL CURVES ON THE GENERALIZED WEYL SPACE

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Abstract (2. Language): 
Hypernormal curves on Riemannian hypersurface have been defined and studied in the paper of U. P. Singh. In this paper, we define hypernormal curves on the generalized Weyl hypersurface and we determine tangential and normal components of the congruance of the hypernormal curves.
Abstract (Original Language): 
Riemann hiperyüzeylerinde hipernormal eğriler U. P. Singh’nin makalesinde tanımlanmış ve incelenmiştir. Bu çalışmada genelleştirilmiş Weyl uzayının hiperyüzeylerinde hipernormal eğriler tanımlanmış ve bu eğrilere ait kongrüansın teğetsel ve normal bileşenleri belirlenmiştir.
FULL TEXT (PDF): 
68-72

REFERENCES

References: 

[1] U.p. Singh, “Hpernormal curves on a Riemannian hypersurface”, Tensor, N. S Vol. 25
(1972).
[2] Murgescu, V, “Sur les espaces a connection Affine”, a tenseur recurrent, Bul. Inst. Pol de
Jassy, VII (XII) 1-2, 65, (1962).
[3] Murgescu, V, “Espaces deWeyl generalises”, Bul. Inst. Pol de Jassy, (1970).
[4] Zeren, Leyla; “Frenet formulas for curves in a Generalized Weyl Space”, Ganita Vol 51,
no.2, 2000, 149-164.
[5] Norden, A; “Affinely connected spaces”, GRFML, Moscow, (1976).

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