2-DEJENERATE BERTRAND CURVES IN MINKOWSKI SPACETIME

Research Article

Year 2012, Volume: 5 Issue: 2, 1 - 9, 30.10.2012

[1] Aminov, Yu. A., Differential Geometry And Topology Of Curves, Gordon And Breach Science Publishers, Singapore, (2000).
[2] Çöken, A. C. and C¸ ift¸ci U¨ ., On The Cartan Curvatures Of A Null Curve In Minkowski Space- time, Geometriae Dedicata, 114, 71-78, (2005).
[3] Duggal, K. L., Jin, D. H., Null Curves And Hypersurfaces Of Semi-Riemannian Manifolds, World Science, (2007).
[4] Ferrandez, A.,Gimenez, A., Lucas, P., s-Degenerate Curves In Lorentzian Space Forms, Jour- nal Of Geometry And Physics, 45, 116-129, (2003).
[5] Ferrandez, A., Gimenez, A., Lucas, P., Null Helices In Loentzian Space Forms, International Journal Of Modern Physics. A., 16, 4845-4863, (2001).
[6] Ferrandez, A., Gimenez, A., Lucas, P., Degenerate Curves In Pseudo-Euclidean Spaces Of Index Two, Third International Conference On Geometry, Integrability And Quantization, Coral Press, Sofia, (2001).
[7] Matsuda, H., Yorozu, S., Notes On Bertrand Curves, Yokohoma Mathematical Journal, 50, 41-58, (2003).
[8] Millman, R. S., Parker, G. D., Elements Of Differential Geometry, Prentice-Hall, Inc. Engle- wood Cliffs, New Jersey, (1977).
[9] O’neill, B., Semi-Riemannian Geometry, Academic Press, New York, (1983).

Year 2012, Volume: 5 Issue: 2, 1 - 9, 30.10.2012

[1] Aminov, Yu. A., Differential Geometry And Topology Of Curves, Gordon And Breach Science Publishers, Singapore, (2000).
[2] Çöken, A. C. and C¸ ift¸ci U¨ ., On The Cartan Curvatures Of A Null Curve In Minkowski Space- time, Geometriae Dedicata, 114, 71-78, (2005).
[3] Duggal, K. L., Jin, D. H., Null Curves And Hypersurfaces Of Semi-Riemannian Manifolds, World Science, (2007).
[4] Ferrandez, A.,Gimenez, A., Lucas, P., s-Degenerate Curves In Lorentzian Space Forms, Jour- nal Of Geometry And Physics, 45, 116-129, (2003).
[5] Ferrandez, A., Gimenez, A., Lucas, P., Null Helices In Loentzian Space Forms, International Journal Of Modern Physics. A., 16, 4845-4863, (2001).
[6] Ferrandez, A., Gimenez, A., Lucas, P., Degenerate Curves In Pseudo-Euclidean Spaces Of Index Two, Third International Conference On Geometry, Integrability And Quantization, Coral Press, Sofia, (2001).
[7] Matsuda, H., Yorozu, S., Notes On Bertrand Curves, Yokohoma Mathematical Journal, 50, 41-58, (2003).
[8] Millman, R. S., Parker, G. D., Elements Of Differential Geometry, Prentice-Hall, Inc. Engle- wood Cliffs, New Jersey, (1977).
[9] O’neill, B., Semi-Riemannian Geometry, Academic Press, New York, (1983).

There are 9 citations in total.

Primary Language	English
Journal Section	Research Article
Authors	Mehmet Göçmen This is me Sadik Keleş This is me
Publication Date	October 30, 2012
Published in Issue	Year 2012 Volume: 5 Issue: 2

APA	Göçmen, M., & Keleş, S. (2012). 2-DEJENERATE BERTRAND CURVES IN MINKOWSKI SPACETIME. International Electronic Journal of Geometry, 5(2), 1-9.
AMA	Göçmen M, Keleş S. 2-DEJENERATE BERTRAND CURVES IN MINKOWSKI SPACETIME. Int. Electron. J. Geom. October 2012;5(2):1-9.
Chicago	Göçmen, Mehmet, and Sadik Keleş. “2-DEJENERATE BERTRAND CURVES IN MINKOWSKI SPACETIME”. International Electronic Journal of Geometry 5, no. 2 (October 2012): 1-9.
EndNote	Göçmen M, Keleş S (October 1, 2012) 2-DEJENERATE BERTRAND CURVES IN MINKOWSKI SPACETIME. International Electronic Journal of Geometry 5 2 1–9.
IEEE	M. Göçmen and S. Keleş, “2-DEJENERATE BERTRAND CURVES IN MINKOWSKI SPACETIME”, Int. Electron. J. Geom., vol. 5, no. 2, pp. 1–9, 2012.
ISNAD	Göçmen, Mehmet - Keleş, Sadik. “2-DEJENERATE BERTRAND CURVES IN MINKOWSKI SPACETIME”. International Electronic Journal of Geometry 5/2 (October 2012), 1-9.
JAMA	Göçmen M, Keleş S. 2-DEJENERATE BERTRAND CURVES IN MINKOWSKI SPACETIME. Int. Electron. J. Geom. 2012;5:1–9.
MLA	Göçmen, Mehmet and Sadik Keleş. “2-DEJENERATE BERTRAND CURVES IN MINKOWSKI SPACETIME”. International Electronic Journal of Geometry, vol. 5, no. 2, 2012, pp. 1-9.
Vancouver	Göçmen M, Keleş S. 2-DEJENERATE BERTRAND CURVES IN MINKOWSKI SPACETIME. Int. Electron. J. Geom. 2012;5(2):1-9.