Show simple item record Karadağ, H. Bayram Keleş, Sadık 2020-07-09T12:32:46Z 2020-07-09T12:32:46Z 1998
dc.identifier.citation H. Bayram K., Sadık K. (1998). On Jacobi's theorems,Communications Series A1: Mathematics and Statistics tr_TR
dc.description.abstract Öz (İngilizce):In this paper, J. Jacobi's Theorems [9] have been considered for the spherical curves drawn on the unit dual sphere during the closed space motions. The integral invariants of the ruled surface corresponding, in the line space, to the spherical curve drawn by a fixed point on the moving unit dual sphere during the one-parameter closed motion were calculated with a different approach from the area vector used by H. R. Müller [11]. In addition, the ruled surfaces corresponding to the curves drawn by the unit tangent vector, principal normal vector or a unit vector on the osculating plane of the mentioned curve, were seen to be cones with this approach. tr_TR
dc.language.iso tr tr_TR
dc.publisher Communications Series A1: Mathematics and Statistics tr_TR
dc.subject İstatistik ve Olasılık tr_TR
dc.subject Matematik tr_TR
dc.title On Jacobi's theorems tr_TR
dc.type Article tr_TR

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