Pages that link to "Item:Q2572363"

The following pages link to On slant helix and its spherical indicatrix (Q2572363):

Displaying 25 items.

• On T-Slant, N-Slant and B-Slant helices in galilean space 𝔾₃ (Q5029580) (← links)
• K-type slant helices on spacelike and timelike surfaces (Q5061866) (← links)
• K-type hyperbolic slant helices in H3 (Q5081380) (← links)
• Some characterizations for spacelike inclined curves (Q5085722) (← links)
• Spherical indicatrices of a Bertrand curve in three dimensional Lie groups (Q5085761) (← links)
• Spherical Indicatrices of Involute of a Space Curve in Euclidean 3-Space (Q5126868) (← links)
• The Generalization of Helices (Q5135477) (← links)
• Spherical Indicatrices of Admissible Curves in pseudo-Galilean Space (Q5135479) (← links)
• Slant Helices that Constructed from Hyperspherical Curves in the n-dimensional Euclidean Space (Q5147050) (← links)
• A new approach for magnetic curves in 3D Riemannian manifolds (Q5171365) (← links)
• (Q5204086) (← links)
• Surfaces generated via the evolution of spherical image of a space curve (Q5204443) (← links)
• Position vector of a developable $q$-slant ruled surface (Q5204453) (← links)
• (Q5214721) (← links)
• (Q5225318) (← links)
• Eikonal slant helices and Eikonal Darboux helices in 3-dimensional Riemannian manifold (Q5494846) (← links)
• On k-type spacelike slant helices lying on lightlike surfaces (Q5863632) (← links)
• k-TYPE BI-NULL CARTAN SLANT HELICES IN R6 2 (Q5881381) (← links)
• (Q6078078) (← links)
• The slant helix solutions of the equilibrium shape equations for the biopolymer chains (Q6122712) (← links)
• A new modelling of timelike \(q\)-helices (Q6543523) (← links)
• A new description of spherical images associated with minimal curves in the complex space \(\mathbb{C}^{4}\) (Q6544772) (← links)
• Global view of curves lying on \(H_0^2(-r) \subset E_1^3\) (Q6549899) (← links)
• Timelike helices in the semi-Euclidean space \(E^{4}_{2}\) (Q6551278) (← links)
• A new glance to the aspects of q-helices (Q6560111) (← links)