Yazar "Ilarslan K." için listeleme
-
On pseudo null Bertrand curves in Minkowski space-time
Gök I.; Nurkan S.K.; Ilarslan K. (Kyungpook National University, 2014)In this paper, we prove that there are no pseudo null Bertrand curve with curvature functions k<inf>1</inf>(s) = 1, k<inf>2</inf>(s) ? 0 and k<inf>3</inf>(s) other than itself in Minkowski spacetime E4<inf>1</inf> and by ... -
On pseudohyperbolical smarandache curves in minkowski 3-space
Koc Ozturk E.B.; Ozturk U.; Ilarslan K.; Nešovi? E. (2013)We define pseudohyperbolical Smarandache curves according to the Sabban frame in Minkowski 3-space. We obtain the geodesic curvatures and the expression for the Sabban frame vectors of special pseudohyperbolic Smarandache ... -
On some special curves in Lorentz-Minkowski plane
Uçum A.; Ilarslan K.; Mladenov I.M. (University Constantin Brancusi of Targu-Jiu, 2020)Here we consider the plane curves whose curvature ? depends on the distance from the origin in Lorentz-Minkowski plane E2 1. We obtain their explicit parameterizations in the cases when the plane curves have curvatures ... -
Some characterizations of null, pseudo null and partially null rectifying curves in Minkowski space-time
Ilarslan K.; Nešovi? E. (Mathematical Society of the Rep. of China, 2008)In this paper, we define rectifying curves in Minkowski space-time and characterize null, pseudo null and partially null rectifying curves in terms of their curvatures. Also, we give some explicit equations of null, pseudo ... -
Some characterizations of osculating curves in the Euclidean spaces
Ilarslan K.; Nešovi? E. (Walter de Gruyter GmbH, 2008)In this paper, we give some characterization for a osculating curve in 3-dimensional Euclidean space and we define a osculating curve in the Euclidean 4-space as a curve whose position vector always lies in orthogonal ... -
Spacelike and timelike normal curves in Minkowski space-time
Ilarslan K.; Nešovi? E. (2009)We define normal curves in Minkowski space-time E41. In particular, we characterize the spacelike normal curves in E41 whose Frenet frame contains only non-null vector fields, as well as the timelike normal curves in E41, ...