112 citations
- Russian Academy of SciencesRU60 papers
- M. Akmullah Bashkir State Pedagogical UniversityRU20 papers
- University of Hradec KrálovéCZ15 papers
- Bashkir State UniversityRU14 papers
- Ufa Institute of ChemistryRU12 papers
- University of West Bohemia in PilsenCZ10 papers
- Czech Academy of Sciences, Nuclear Physics InstituteCZ8 papers
- Bilkent UniversityTR7 papers
- Chemnitz University of TechnologyDE6 papers
- Roma Tre UniversityIT6 papers
- Institute of Physics of Molecules and CrystalsRU5 papers
- ITMO UniversityRU5 papers
143 papers
A posteriori estimates for problems with monotone operators
Vladimir Bobkov, Svetlana Pastukhova
We propose a method of obtaining a posteriori estimates which does not use the duality theory and which applies to variational inequalities with monotone operators, without assumin…
On a class of exact solutions of the Ishimori equation
Rustem N. Garifullin, Ismagil T. Habibullin
In this paper, a class of particular solutions of the Ishimori equation is found. This equation is known as the spatially two-dimensional version of the Heisenberg equation, which…
Quantum law of large numbers for Banach spaces
S. Dzhenzher, V. Sakbaev
We consider random operators for some . The law of large numbers is known in the case in the form of usual law of l…
Classification of semidiscrete hyperbolic type equations. The case of fifth order symmetries
R. N. Garifullin
The work deals with the qualification of semidiscrete hyperbolic type equations. We study a class of equations of the form $$\frac{du_{n+1}}{dx}=f\left(\frac{du_{n}}{dx},u_{n+1},u_…
Exotic eigenvalues and analytic resolvent for a graph with a shrinking edge
Gregory Berkolaiko, Denis I. Borisov, Marshall King
We consider a metric graph consisting of two edges, one of which has length which we send to zero. On this graph we study the resolvent and spectrum of the Laplacian…
On the Kobayashi metrics on Riemannian manifolds
Hervé Gaussier, Alexandre Sukhov
We introduce an analog of the Kobayashi-Royden metric on a Riemannian manifold and study its basic properties.