Abstract
1. LAGRANGE-LIKE WEBS LLWt(n, r) ON Xnr We consider a d-web W (d, n, r) of codimension r on a differentiable manifold Xnr formed by d foliations Fu, u = 1, . . . , d, which are in general position onXnr and located onXnr discretely. Because for d ≤ n such a web is parallelizable, in what follows we will assume that d ≥ n+ 1. In this paper, we will consider (n+ 1)-websW (n+ 1, n, r). The foliations Fu defining the web W (n+ 1, n, r) can be given on Xnr by completely integrable systems of Pfaffian equations
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