1 citations · 1 across the 4 of their papers we have counts for
Showing math.GTShow all
3 papers · 1 filter
math.GT2026
Affine transverse foliations in sphere bundles
Ilya Alekseev, Ivan Nasonov, Gaiane Panina
Let~ be an oriented sphere bundle supporting a smooth affine transverse foliation. We give an upper bound for the Euler number of the bundle.…
math.GT2022
Sharpness of the Morton-Franks-Williams inequality for positive knots and links
Ilya Alekseev
We provide a combinatorial characterisation of positive diagrams satisfying the equality in the Morton-Franks-Williams bound for the degrees of the HOMFLY-PT polynomial. This chara…
math.GT2020
New classes of minimal knot diagrams
Ilya Alekseev
We describe a new class of minimal link diagrams. This class includes certain alternating diagrams, the standard diagrams of all torus links, and numerous homogeneous diagrams whos…