most citedSome characterizations for the involute curves in dual space

1 citations · 1 across the 6 of their papers we have counts for

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6 papers

math.DG2011

On Dual Timelike Mannheim Partner Curves in D3 1

Ozcan Bektas, Suleyman Senyurt

The first aim of this paper is to define the dual timelike Mannheim partner curves in Dual Lorentzian Space D3 1, the second aim of this paper is to obtain the relationships betwee…

math.DG2011

On dual timelike - spacelike Mannheim partner curves in ID3 1

Ozcan Bektas, Suleyman Senyurt

The first aim of this paper is to define the dual timelike - spacelike Mannheim partner curves in Dual Lorentzian Space ID3 1, the second aim of this paper is to obtain the relatio…

math.DG2010

On some characterizations of ruled surface of a closed timelike curve in dual Lorentzian space

Ozcan Bektas, Suleyman Senyurt

In this paper, we investigate the relations between the pitch, the angle of pitch and drall of parallel ruled surface of a closed curve in dual Lorentzian space.

math.DG2010

On Some Characterizations of Ruled Surface of a Closed Spacelike Curve with a Spacelike Binormal in Dual Lorentzian Space

Ozcan Bektas, Suleyman Senyurt

In this paper, we investigate the relations between the pitch, the angle of pitch and drall of parallel ruled surface of a closed spacelike curve with a spacelike binormal in dual…

math.DG2010

On Some Characterizations of Ruled Surface of a Closed Spacelike Curve with Timelike Binormal in Dual Lorentzian Space

Ozcan Bektas, Suleyman Senyurt

In this paper, we investigate the relations between the pitch, the angle of pitch and drall of parallel ruled surface of a closed spacelike curve with timelike binormal in dual Lor…

math.DG2010★ 1 cited

Some characterizations for the involute curves in dual space

Suleyman Senyurt, Mustafa Bilici, Mustafa Caliskan

In this paper, we investigate some characterizations of involute -- evolute curves in dual space. Then the relationships between dual frenet frame and darboux vectors of these curv…