N. Krylov

activity

20002020

most citedZeta(n) via hyperbolic functions

26 citations · 29 across the 11 of their papers we have counts for

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2 papers · 1 filter

math.GT2006

Pseudo-isotopy classes of diffeomorphisms of the unknotted pairs $(S^{n + 2}, S^{n})$ and $(S^{2 p + 2}, S^{p} \times S^{p})$

Nikolai A. Krylov

We consider two pairs: the standard unknotted $n$ -sphere in $S^{n + 2}$ , and the product of two $p$ -spheres trivially embedded in $S^{2 p + 2}$ , and study orientation preserving diffeom…

math.GT2003★ 1 cited

Kernel of the variation operator and periodicity of the open books

Louis H. Kauffman, Nikolai A. Krylov

We consider a parallelizable $2 n$ -manifold $F$ which has the homotopy type of the wedge product of $n$ -spheres and show that the group of pseudo-isotopy classes of orientation pres…

Pseudo-isotopy classes of diffeomorphisms of the unknotted pairs (Sn+2, Sn) and (S2p+2, Sp×Sp)

Kernel of the variation operator and periodicity of the open books

Pseudo-isotopy classes of diffeomorphisms of the unknotted pairs $(S^{n + 2}, S^{n})$ and $(S^{2 p + 2}, S^{p} \times S^{p})$