In this article, we introduce a quasi-type frame and quasi-type osculating curves in Myller
configuration. First, we obtain a quasi-type frame by using Frenet-type frame in Myller …

In this paper we introduce the notion of generalized Lie algebroid and we develop a new
formalism necessary to obtain a new solution for the Weistein's Problem. Many applications …

In this study, our purpose is to determine the generalized rectifying-type curves with Frenet-
type frame in Myller configuration for Euclidean 4-space E_4. Also, some characterizations …

In this paper we define a Myller configuration in a Finsler space and use some special
configurations to obtain results about Finsler subspaces. Let Fn=(M, F) be a Finsler space …

In this paper, we introduce the representation of a curve with Frenet-type frame in Myller
configuration for 3-dimensional Lie groups by using the spinors, which are a widely used …

In this study, we investigate an extended family of ruled surfaces which is called generalized
ruled surfaces with Darboux frame in Myller configuration for Euclidean 3-space. Then, we …

In this paper, we introduce a quite big ruled surface family which is called generalized ruled
surfaces with Frenet-type frame in Myller configuration for Euclidean 3-space. Also, we …

In this paper, we introduce quasi-type rectifying curves in Myller configuration. Firstly, we
give the necessary and sufficient conditions for a curve in the Myller configuration to be a …