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M. V. Antipova studied multidimensional middle Bol webs with curvature tensor having only one nonzero component. Such webs generalize a class of six-dimensional Bol webs found by V. I. Fedorova. In this paper, we consider eight-dimensional Bol webs whose curvature tensors satisfy the same conditions. We show that there are only two classes of such webs and find their equations.
We say that a left Bol three-web Bℓ has the IC-property if the coordinate quasigroup and the core of Bℓ are isotopic. We describe some properties of the submanifold V which establishes this isotopy.
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