In this paper, two new Hamilton operators are defined and the algebra of dual split quaternions is developed using these operators. It is shown that finite screw motions in Minkowski 3-space can be expressed by dual-number ( 3×3 ) matrices in dual Lorentzian space. Moreover, by means of Hamilton operators, screw motion is obtained in 3-dimensional Minkowski space 3 R1
KULA, L., & YAYLI, Y. (2006). DUAL SPLIT QUATERNIONS AND SCREW MOTION IN MINKOWSKI 3-SPACE. Iranian Journal of Science, 30(3), 245-258. doi: 10.22099/ijsts.2006.2758
MLA
L KULA; Y. YAYLI. "DUAL SPLIT QUATERNIONS AND SCREW MOTION IN MINKOWSKI 3-SPACE", Iranian Journal of Science, 30, 3, 2006, 245-258. doi: 10.22099/ijsts.2006.2758
HARVARD
KULA, L., YAYLI, Y. (2006). 'DUAL SPLIT QUATERNIONS AND SCREW MOTION IN MINKOWSKI 3-SPACE', Iranian Journal of Science, 30(3), pp. 245-258. doi: 10.22099/ijsts.2006.2758
VANCOUVER
KULA, L., YAYLI, Y. DUAL SPLIT QUATERNIONS AND SCREW MOTION IN MINKOWSKI 3-SPACE. Iranian Journal of Science, 2006; 30(3): 245-258. doi: 10.22099/ijsts.2006.2758
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