Abstract
The twisting function describing a nonstandard (super-Jordanian) quantum deformation of osp (1|2) is given in explicit closed form. The quantum coproducts and universal R-matrix are presented. The non-uniqueness of the twisting function as well as two real forms of the deformed osp (1|2) superalgebras are considered. One real quantum osp (1|2) superalgebra is interpreted as describing the κ-deformation of D = 1, N = 1 superconformal algebra, which can be applied as a symmetry algebra of N = 1 superconformal mechanics.
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