Seminar talk, 4 March 2009: Difference between revisions
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====References==== | ====References==== | ||
S.C. Anco and A. Dar, ''Classification of conservation laws of compressible isentropic fluid flow in <math>n>1</math> spatial dimensions'', | S.C. Anco and A. Dar, ''Classification of conservation laws of compressible isentropic fluid flow in <math>n>1</math> spatial dimensions'', {{arXiv|0902.3405}} | ||
A. Bihlo, ''Symmetries in atmospheric sciences'', | A. Bihlo, ''Symmetries in atmospheric sciences'', {{arXiv|0902.4112}} | ||
A. Bihlo and R.O. Popovych, ''Lie symmetries and exact solutions of barotropic vorticity equation'', | A. Bihlo and R.O. Popovych, ''Lie symmetries and exact solutions of barotropic vorticity equation'', {{arXiv|0902.4099}} | ||
C. Cao, J. Wu, ''Two regularity criteria for the 3D MHD equations'', | C. Cao, J. Wu, ''Two regularity criteria for the 3D MHD equations'', {{arXiv|0903.2577}} | ||
V.A. Galaktionov, ''On blow-up shock waves for a nonlinear PDE associated with Euler equations'', | V.A. Galaktionov, ''On blow-up shock waves for a nonlinear PDE associated with Euler equations'', {{arXiv|0902.1840}} | ||
V.A. Galaktionov and S.I. Pohozaev, ''Third-order nonlinear dispersion PDEs: shocks, rarefaction, and blow-up waves'', | V.A. Galaktionov and S.I. Pohozaev, ''Third-order nonlinear dispersion PDEs: shocks, rarefaction, and blow-up waves'', {{arXiv|0902.0253}} | ||
F. Gungor, ''Infinite-dimensional symmetries of a two-dimensional generalized Burgers equation'', | F. Gungor, ''Infinite-dimensional symmetries of a two-dimensional generalized Burgers equation'', {{arXiv|0902.4156}} |
Latest revision as of 12:23, 1 December 2009
Speaker: Joseph Krasil'shchik
Title: Review of some new arrivals to the arXiv
References
S.C. Anco and A. Dar, Classification of conservation laws of compressible isentropic fluid flow in spatial dimensions, arXiv:0902.3405
A. Bihlo, Symmetries in atmospheric sciences, arXiv:0902.4112
A. Bihlo and R.O. Popovych, Lie symmetries and exact solutions of barotropic vorticity equation, arXiv:0902.4099
C. Cao, J. Wu, Two regularity criteria for the 3D MHD equations, arXiv:0903.2577
V.A. Galaktionov, On blow-up shock waves for a nonlinear PDE associated with Euler equations, arXiv:0902.1840
V.A. Galaktionov and S.I. Pohozaev, Third-order nonlinear dispersion PDEs: shocks, rarefaction, and blow-up waves, arXiv:0902.0253
F. Gungor, Infinite-dimensional symmetries of a two-dimensional generalized Burgers equation, arXiv:0902.4156