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- Vladimir Chernov
- 2001

The number $|K|$ of non-isotopic framed knots that correspond to a given unframed knot $K\subset S^3$ is infinite. This follows from the existence of the self-linking number $\slk$ of a… (More)

- Irina R. Efimova, Nataliya Yurievna Efimova, Vladimir Chernov, Sergey Popov, Yuri B. Lishmanov
- Pacing and clinical electrophysiology : PACE
- 2012

BACKGROUND
The aim of our study was to determine if ablation and pacing improved brain perfusion (BP) and cognitive function (CF) in patients with medically refractory rapidly conducted atrial… (More)

- Vladimir Chernov, Jarmo T. Alander, Vladimir Botchko
- Computers & Electrical Engineering
- 2015

Display Omitted Conversion algorithm between 24-bit RGB and integer HSV is proposed.The algorithm is as accurate as the classical real-valued one.Performance measurement results show a speed gain of… (More)

- Sergey M. Deyev, Anzhelika Vorobyeva, +9 authors Anna Orlova
- Molecular pharmaceutics
- 2019

Designed ankyrin repeat proteins (DARPins) are small engineered scaffold proteins that can be selected for binding to desirable molecular targets. High affinity and small size of DARPins render them… (More)

The article deals with solving the alternative choice problem on the base of fuzzy decision trees or fuzzy positional games, which peculiarity lies in using fuzzy quality estimation of decisions… (More)

- Vladimir Chernov
- 2003

It is well-known that self-linking is the only Z-valued Vassiliev invariant of framed knots in S 3 . However for most 3-manifolds, in partic- ular for the total spaces of S 1 -bundles over an… (More)

It is observed that on many 4-manifolds there is a unique smooth structure underlying a globally hyperbolic Lorentz metric. For instance, every contractible smooth 4-manifold admitting a globally… (More)

- Vladimir Chernov
- 2006

Let $M$ be an oriented manifold and let $N$ be a set consisting of oriented closed manifolds of possibly different dimensions. Roughly speaking, the space $G_{N, M}$ of $N$-garlands in $M$ is the… (More)

Let N 1 , N 2 , M be smooth manifolds such that dim N 1 + dim N 2 + 1 = dim M and let φ i , i = 1, 2, be smooth mappings of N i to M such that Im φ 1 ∩ Im φ 2 = ∅. The classical linking number lk(φ 1… (More)

- Vladimir Chernov
- 2001

For a fixed isotopy type K of unframed knots in S 3 there are infinitely many isotopy classes of framed knots that correspond to K when we forget the framing. We show that the same fact is true for… (More)