Yuli B. Rudyak

activity

19972024

most citedOn the Berstein-Svarc Theorem in dimension 2

45 citations · 175 across the 43 of their papers we have counts for

collaborators

Showing 2003Show all

4 papers · 1 filter

math.GT2003★ 4 cited

Algebraic structures on generalized strings

Vladimir Chernov, Yuli. B. Rudyak

A garland based on a manifold $P$ is a finite set of manifolds homeomorphic to $P$ with some of them glued together at marked points. Fix a manifold $M$ and consider a space $\NN$…

math.AT2003★ 8 cited

Examples of non-formal closed $(k - 1)$ -connected manifolds of dimensions $4 k - 1$ and more

Alex N. Dranishnikov, Yuli B. Rudyak

We construct closed $(k - 1)$ -connected manifolds of dimensions $\geq 4 k - 1$ that possess non-trivial rational Massey triple products. We also construct examples of manifolds $M$ such…

math.GT2003★ 9 cited

Toward a general theory of linking invariants

Vladimir V Chernov, Yuli B Rudyak

Let N_1, N_2, M be smooth manifolds with dim N_1 + dim N_2 +1 = dim M$ and let phi_i, for i=1,2, be smooth mappings of N_i to M with Im phi_1 and Im phi_2 disjoint. The classical l…

math.GT2003

On generalized winding numbers

Vladimir Chernov, Yuli B. Rudyak

Let $M^{m}$ be an oriented manifold, let $N^{m - 1}$ be an oriented closed manifold, and let $p$ be a point in $M^{m}$ . For a smooth map $f : N^{m - 1} \to M^{m}, p \neq \in I m f,$ we introduce…

Algebraic structures on generalized strings

Examples of non-formal closed (k−1)-connected manifolds of dimensions 4k−1 and more

Toward a general theory of linking invariants

On generalized winding numbers

Examples of non-formal closed $(k - 1)$ -connected manifolds of dimensions $4 k - 1$ and more