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	STUDIA MATHEMATICA - Issue no. 3 / 2013

	Article:	THE EQUIFORM DIFFERENTIAL GEOMETRY OF CURVES IN 4-DIMENSIONAL GALILEAN SPACE G₄. Authors: .


	Abstract: In this paper, we establish equiform differential geometry of curves in 4-dimensional Galilean space G₄. We obtain the angle between the equiform Frenet vectors and their derivatives in G₄. Also, we characterize generalized helices with respect to their equiform curvatures. Mathematics Subject Classification (2010): 53A35. Keywords: Equiform geometry, generalized helices.




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