In this paper, we investigate special Smarandache curves with regard to Sabban frame for Mannheim partner curve spherical indicatrix. We created Sabban frame belonging to this curves. It was explained Smarandache curves position vector is consisted by Sabban vectors belonging to this curves. Then, we calculated geodesic curvatures of this Smarandache curves. Found results were expressed depending on the Mannheim curve
Abstract In this paper, some sufficient conditions for oscillation of the neutral delay partial equa...
The note generalizes a well-known formula for pi/2 named after the English mathematician John Wallis...
In this paper we consider the following Toda system of equations on a compact surface: { -Delta u(1...
In this study, we investigated special Smarandache curves belonging to Sabban frame drawn on the sur...
In this paper the general solution of the Frenet system of differential equations for curves in the ...
In this paper, we study normal magnetic curves in $C$-manifolds. We prove that magnetic trajectories...
The critical curve {\cal C} on which {\rm Im}\, a_D/a=0 determines hyperbolic domains. As a conseque...
In this paper we introduce a class of curves derived from a geometrical construction. These planar c...
In the present paper we develop the theory of the spin 2 field, in both massive massless variants, s...
First Semester Examination Academic Session 2016/2017 December 2016/January 3017 Duration : 3 hou...
The paper describes cyclical surfaces created by revolution of a circle about an edge of the trihedr...
AbstractA singular integral equation with a Holderian second member function on [a,b] is considered ...
In the given paper we give auxiliary results allowing proving the main theorem connecting weight nor...
In this paper, we investigate special Smarandache curves in terms of Sabban frame of spherical indic...
In this paper, we develop the family of Golay–Rudin–Shapiro (GRS) m-complementary many-parameter seq...
Abstract In this paper, some sufficient conditions for oscillation of the neutral delay partial equa...
The note generalizes a well-known formula for pi/2 named after the English mathematician John Wallis...
In this paper we consider the following Toda system of equations on a compact surface: { -Delta u(1...
In this study, we investigated special Smarandache curves belonging to Sabban frame drawn on the sur...
In this paper the general solution of the Frenet system of differential equations for curves in the ...
In this paper, we study normal magnetic curves in $C$-manifolds. We prove that magnetic trajectories...
The critical curve {\cal C} on which {\rm Im}\, a_D/a=0 determines hyperbolic domains. As a conseque...
In this paper we introduce a class of curves derived from a geometrical construction. These planar c...
In the present paper we develop the theory of the spin 2 field, in both massive massless variants, s...
First Semester Examination Academic Session 2016/2017 December 2016/January 3017 Duration : 3 hou...
The paper describes cyclical surfaces created by revolution of a circle about an edge of the trihedr...
AbstractA singular integral equation with a Holderian second member function on [a,b] is considered ...
In the given paper we give auxiliary results allowing proving the main theorem connecting weight nor...
In this paper, we investigate special Smarandache curves in terms of Sabban frame of spherical indic...
In this paper, we develop the family of Golay–Rudin–Shapiro (GRS) m-complementary many-parameter seq...
Abstract In this paper, some sufficient conditions for oscillation of the neutral delay partial equa...
The note generalizes a well-known formula for pi/2 named after the English mathematician John Wallis...
In this paper we consider the following Toda system of equations on a compact surface: { -Delta u(1...