Convex integration for a class of active scalar equations von SHVYDKOY, R.

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Energy conservation and Onsager's conjecture for the Euler equations von Cheskidov, A, Constantin, P, Friedlander, S, Shvydkoy, R

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The energy balance relation for weak solutions of the density-dependent Navier–Stokes equations von Leslie, T.M., Shvydkoy, R.

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Euler Equations and Turbulence: Analytical Approach to Intermittency von Cheskidov, A., Shvydkoy, R.

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Energy Conservation in Two-dimensional Incompressible Ideal Fluids von Cheskidov, A., Filho, M. C. Lopes, Lopes, H. J. Nussenzveig, Shvydkoy, R.

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ILL-POSEDNESS OF THE BASIC EQUATIONS OF FLUID DYNAMICS IN BESOV SPACES von CHESKIDOV, A., SHVYDKOY, R.

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Ill-posedness for subcritical hyperdissipative Navier-Stokes equations in the largest critical spaces von Cheskidov, A., Shvydkoy, R.

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Local estimates of Hölder exponents in turbulent vector fields von Nguyen, F, Laval, J-P, Kestener, P, Cheskidov, A, Shvydkoy, R, Dubrulle, B

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A Unified Approach to Regularity Problems for the 3D Navier-Stokes and Euler Equations: the Use of Kolmogorov’s Dissipation Range von Cheskidov, A., Shvydkoy, R.

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Geometric Aspects of the Daugavet Property von Shvydkoy, R.V.

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Global well-posedness and relaxation for solutions of the Fokker-Planck-Alignment equations von Shvydkoy, R

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A Geometric Condition Implying an Energy Equality for Solutions of the 3D Navier–Stokes Equation von Shvydkoy, R.

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III-posedness for subcritical hyperdissipative Navier-Stokes equations in the largest critical spaces: INCOMPRESSIBLE FLUIDS, TURBULENCE AND MIXING von CHESKIDOV, A, SHVYDKOY, R

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Operator algebras and the Fredholm spectrum of advective equations of linear hydrodynamics von Shvydkoy, R., Latushkin, Y.

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On the Krein-Šmulian theorem for weaker topologies von Cascales, B., Shvydkoy, R.

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The Largest Linear Space of Operators Satisfying the Daugavet Equation in L1 von Shvydkoy, R. V.

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The Regularity of Weak Solutions of the 3D Navier–Stokes Equations in von Cheskidov, A., Shvydkoy, R.

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The Regularity of Weak Solutions of the 3D Navier-Stokes Equations in B^sub [INFINITY],[INFINITY]^^sup -1 von Cheskidov, A, Shvydkoy, R

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Nonlinear instability for the navier-stokes equations von FRIEDLANDER, Susan, PAVLOVIC, Natasa, SHVYDKOY, Roman

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The largest linear space of operators satisfying the Daugavet equation in L_{1} von Shvydkoy, R. V.

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