Esra B. Koç Öztürk, Ufuk Öztürk, Yusuf Yaylı

7294

A NOTE ON RELATION BETWEEN POINT-LINE DISPLACEMENT AND EQUIFORM TRANSFORMATION

− The present paper studies the relation between the point-line displacement and theequiform transformation in Euclidean 3-space R3. A point-line can be transformed into another pointline via an equiform transformation. Observing that a point-line is nothing but a line element whenits reference point is the origin of the coordinate system, we show that this transformation can also beperformed by using dual quaternions
Keywords:

− Line geometry Line element, Dual quaternion, Equiform kinematics,

PDF
Journal of New Theory-Cover
  • Yayın Aralığı: 4
  • Başlangıç: 2014
  • Yayıncı: Naim Çağman
Arşiv
Sayıdaki Diğer Makaleler

COTANGENT SIMILARITY MEASURE OF ROUGH NEUTROSOPHIC SETS AND ITS APPLICATION TO MEDICAL DIAGNOSIS

Surapati PRAMANİK, Kalyan MONDAL

Yunus YUMAK, Aynur Keskin KAYMAKCI

SOFT β-OPEN SETS AND THEIR APPLICATIONS

Yunus YUMAK, Aynur Keskin KAYMAKCI

r-τ12-θ-GENERALIZED FUZZY CLOSED SETS IN SMOOTH BITOPOLOGICAL SPACES

Osama A. E. Tantawy, Rasha N. Majeed, Sobhy A. El-Sheikh

O. Ravi, M. Suresh, A. Nalini Ramalatha

Pradip Kumar Gain, Prakash Mukherjee, Ramkrishna Prasad Chakraborty

Surapati PRAMANİK, Kalyan MONDAL

Esra B. Koç Öztürk, Ufuk Öztürk, Yusuf Yaylı

Ali Kandil, Osama A. Tantawy, Sobhy A. El-Sheikh, Shawqi A. Hazza

Osama A. E. Tantawy, Rasha N. Majeed, Sobhy A. El-Sheikh