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In this paper we study three dimensional surfaces in Â generated by equiform motions of a pseudohyperbolic surface. The properties of these surfaces up to the first order are investigated. We prove that three dimensional surfaces in Â in general, is contained in a canal hypersurface, which is gained as envelope of a one-parametric set of 6-dimensional pseudohyperbolic. Finally we give an example.

Three dimensional surfaces foliated by the equiform motion of pseudohyperbolic surfaces in