Characterizations of dual spacelike curves of constant breadth in dual Lorentzian space  D_1^3

Huseyin KOCAYİGİT; Muhammet CETİN; Beyza Betul PEKACAR

Article Details

Characterizations of dual spacelike curves of constant breadth in dual Lorentzian space D_1^3

Authors:

Huseyin KOCAYİGİT | Muhammet CETİN | Beyza Betul PEKACAR

Publisher:

Mustafa BAYRAM

Main Topics:

Mathematics

Journal:

Communication in Mathematical Modeling and Applications 2016 Vol.1 Issue 1, pp.14-25

Document Type:

Article

Publication Date:

1/2016

Document Language:

Turkish

Document ID (Org No.):

2000767267

Frequency:

Tri-annual

eISSN:

2528-830X

Abstract:

 


In this paper, we study dual curves of constant breadth in dual Lorentzian Space D13. We obtain the differential equations
characterizing dual curves of constant breadth in  D13 and we introduce some special cases for these dual curves. Furthermore, we obtain
that the total torsion of a closed dual spacelike curve of constant breadth is zero while the total torsion of a simple closed dual timelike
curve is equal to 2nπ, (n ∈ Z). 

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Article Details

Characterizations of dual spacelike curves of constant breadth in dual Lorentzian space D_1^3

Authors: Huseyin KOCAYİGİT | Muhammet CETİN | Beyza Betul PEKACAR

Publisher: Mustafa BAYRAM

Main Topics: Mathematics

Journal: Communication in Mathematical Modeling and Applications 2016 Vol.1 Issue 1, pp.14-25

Document Type: Article

Publication Date: 1/2016

Document Language: Turkish

Document ID (Org No.): 2000767267

Frequency: Tri-annual

eISSN: 2528-830X

Issues

Authors:

Huseyin KOCAYİGİT | Muhammet CETİN | Beyza Betul PEKACAR

Publisher:

Mustafa BAYRAM

Main Topics:

Mathematics

Journal:

Communication in Mathematical Modeling and Applications 2016 Vol.1 Issue 1, pp.14-25

Document Type:

Article

Publication Date:

1/2016

Document Language:

Turkish

Document ID (Org No.):

2000767267

Frequency:

Tri-annual

eISSN:

2528-830X