V. Kulinskii

发表

N ov 2 00 6 Stability properties of the collective stationary motion of self-propelling particles with conservative kinematic constraints February 2 , 2008

D. Bedeaux, A. Zvelindovsky, V. Ratushnaya, 2008 .

The hydrodynamic description for the system of self-propelled particles: Ideal Viscek fluid

O. Chepizhko, V. Kulinskii, 2013, 1304.6645.

N ov 2 00 6 Stability properties of the collective stationary motion of self-propelling particles with conservative kinematic constraints November 23 , 2006

D. Bedeaux, A. Zvelindovsky, V. Ratushnaya, 2006 .

Stability properties of the collective stationary motion of self-propelling particles with conservative kinematic constraints

D. Bedeaux, A. Zvelindovsky, V. Ratushnaya, 2006, physics/0611210.

Collective behavior of self-propelling particles with kinematic constraints: The relation between the discrete and the continuous description

D. Bedeaux, A. Zvelindovsky, V. Ratushnaya, 2006, physics/0611208.

Hydrodynamic Model for the System of Self Propelling Particles with Conservative Kinematic Constraints; Two dimensional stationary solutions

D. Bedeaux, A. Zvelindovsky, V. Ratushnaya, 2005, physics/0507087.

Mass-jump and mass-bump boundary conditions for singular self-adjoint extensions of the Schrödinger operator in one dimension

D. Panchenko, V. Kulinskii, 2018, Annals of Physics.

The nature of the rectilinear diameter singularity

V. Kulinskii, N. P. Malomuzh, 2007, cond-mat/0703459.

Localized states near the Abrikosov vortex core in type-II superconductors within zero-range potential model

V. Kulinskii, Panchenko D. Yu., 2015 .

Peculiarities in the behavior of the entropy diameter for molecular liquids as the reflection of molecular rotations and the excluded volume effects

L. Bulavin, V. Kulinskii, N. P. Malomuzh, 2010, 1006.3900.

Surface tension of molecular liquids: lattice gas approach

V. Kulinskii, A. Maslechko, K. Glavatskiy, 2016, 1608.05136.

The critical compressibility factor value: associative fluids and liquid alkali metals.

V. Kulinskii, 2014, The Journal of chemical physics.

Communication: The application of the global isomorphism to the study of liquid-vapor equilibrium in two and three-dimensional Lennard-Jones fluids.

V. Kulinskii, 2010, The Journal of chemical physics.

Is the thermodynamic behavior of the noble fluids consistent with the principle of corresponding states

V. Kulinskii, N. P. Malomuzh, O. I. Matvejchuk, 2008, 0812.4766.

Simple geometrical interpretation of the linear character for the Zeno-line and the rectilinear diameter.

V. Kulinskii, 2009, The journal of physical chemistry. B.

Asymmetry of the Hamiltonian and the Singular Behavior of the Tolman Length within the Canonical Formalism Approach

V. Kulinskii, 2015 .

Generalized principle of corresponding states and the scale invariant mean-field approach.

L. Bulavin, V. Kulinskii, 2010, The Journal of chemical physics.

Singular spin-flip interactions for the 1D Schrödinger operator

D. Panchenko, V. Kulinskii, 2019, Physica Scripta.

Unified picture for the classical laws of Batschinski and the rectilinear diameter for molecular fluids.

L. Bulavin, V. Kulinskii, 2011, The journal of physical chemistry. B.

New version of the fluctuation Hamiltonian for liquids near the critical point

V. Kulinskii, N. P. Malomuzh, 2010, 1012.0165.

Surface Tension of the Liquid–Vapor Interface of the Lennard-Jones Fluids from the Ising Model

V. Kulinskii, A. Maslechko, 2016 .

The critical compressibility factor of fluids from the global isomorphism approach.

V. Kulinskii, V L Kulinskii, 2013, The Journal of chemical physics.

Global isomorphism between the Lennard-Jones fluids and the Ising model.

V. Kulinskii, 2010, The Journal of chemical physics.

The Vliegenthart-Lekkerkerker relation: the case of the Mie-fluids.

V. Kulinskii, Vladimir L. Kulinskii, 2011, The Journal of chemical physics.

Thermalization of non-stochastic Hamiltonian systems

V. Kulinskii, K. Glavatskiy, 2019, 1906.12041.

Dipole fluid as a basic model for the equation of state of ionic liquids in the vicinity of their critical point.

V. Kulinskii, N. P. Malomuzh, N. P. Malomuzh, 2002, Physical review. E, Statistical, nonlinear, and soft matter physics.

The application of the global isomorphism to the surface tension of the liquid-vapor interface of the Lennard-Jones fluids

V. Kulinskii, 2012, 1208.5466.

Global Isomorphism Approach: Main Results and Perspectives

L. Bulavin, V. Kulinskii, Vadim Cheplak, 2015 .

Nature of double critical points in binary solutions.

V. Kulinskii, N. P. Malomuzh, A. I. Fisenko, 2004, Physical review. E, Statistical, nonlinear, and soft matter physics.

Asymmetry of the Hamiltonian and the Tolman's length

V. Kulinskii, 2007, 0704.2934.

On the relation between Vicsek and Kuramoto models of spontaneous synchronization

V. Kulinskii, A. A. Chepizhko, V. L. Kulinskii, 2010, 1005.2140.

Stable sound wave generation in weakly ionized air medium

V. Kulinskii, M. Eingorn, M. Chizhov, 2013, 1304.7792.

Hydrodynamic model for a system of self-propelling particles with conservative kinematic constraints

Dick Bedeaux, D. Bedeaux, A. Zvelindovsky, 2005 .

Surprising properties of water on its binodal as the reflection of the specificity of intermolecular interactions

V. Kulinskii, N. P. Malomuzh, 2009, 0908.2165.

Properties of water near its critical point

V. Kulinskii, N. P. Malomuzh, 2007 .

Global isomorphism approach: attractive Yukawa fluid, 2D case

V. Kulinskii, A. Katts, 2023, Journal of Molecular Liquids.

The vortex pinning on the cylindrical defects and the electronic structure of the vortex core

D. Panchenko, V. Kulinskii, 2010, 1008.3269.

Point-Like Rashba Interactions as Singular Self-Adjoint Extensions of the Schrödinger Operator in One Dimension

D. Panchenko, V. Kulinskii, 2018, Front. Phys..