SINGULAR LINKS OF ALMOST METASTABLE DIMENSIONS


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Abstract

The objects studied are singular links of spheres of dimensions p1, …, pr, and p in the n-sphere. A theory of such singular links for the case where max{p1, …, pr} < min{2n/3 − 1, n d− (p + 5)/3} is constructed. The theory generalizes (as far as it is possible) the theory of singular links of spheres of dimensions k,…, k, and p in the (2k + 1)-sphere, where k > 1, developed in the author's recent papers. Bibliography: 13 titles.

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