- Communications Faculty of Sciences University Ankara Series A1 Mathematics and Statistics
- Vol: 11
- On the Geometrical Interpretation of the Integrals / q dt and / qo dt
On the Geometrical Interpretation of the Integrals / q dt and / qo dt
Authors : Esat Egesoy
Pages : 13-19
Doi:10.1501/Commua1_0000000110
View : 6 | Download : 4
Publication Date : 1961-01-01
Article Type : Research
Abstract :W. Blaschke [1] (1) has made a survey of the differential geometry of the ruled surfaces corresponding to the dual vector A(Z) = a(t) s a0(t) which is a function of the real parameter t. Using the resemblance of the Blaschke and Frenet formulae L. Biran [2] has made a study of the ruled surfaces similar to the theory of the space curves. In this paper,Keywords : On the Geometrical, Interpretation, Integrals