Abstract
Submanifolds of restricted type were introduced in [7]. In the present study we consider restricted type of curves in Em. We give some special examples. We also show that spherical curve in S2(r) C E3 is of restricted type if and only if either ƒ(s) is constant or a linear function of s of the form ƒ(s) = ±s + b and every closed W - curve of rank k and of length 2(r in E2k is of restricted type.
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