S. Schochet and E. Tadmor Regularized ChapmanEnskog expansion for scalar conservation laws Archive for Rational Mechanics and Analysis 119 (1992) 95107.
 

M. Grassin Existence of global smooth solutions to Euler equations for an isentropic perfect gas Indiana Univ. Math. Journal. 47(2) (1998) 13971432.
 

S. Engelberg, H. Liu and E. Tadmor Critical thresholds in EulerPoisson equations Indiana University Math journal 50(1) (2001) 109157.
 

H. Liu and E. Tadmor Critical thresholds in a convolution model for nonlinear conservation laws SIAM Journal on Mathematical Analysis 33(4) (2001) 930945.
 

H. Liu and E. Tadmor Spectral dynamics of the velocity gradient field in restricted flows Communications in Mathematical Physics 228 (2002) 435466.
 

H. Liu and E. Tadmor Semiclassical limit of the nonlinear SchrÃ¶dingerPoisson equation with subcritical initial data Methods and Applications in Analysis 9(4) (2002) 517532.
 

P. Godin A class of global nonsmooth axisymmetric solutions to the Euler equations of an isentropic perfect gas in 2 space dimensions in "Hyperbolic Problems: Theory, Numerics, Applications", 9th International Conference on Hyperbolic Problems held in Pasadena in 2002 (T. Hou and E Tadmor eds.), Springer (2003) 549555..
 

H. Liu and E. Tadmor Critical thresholds and conditional stability for Euler equations and related models in "Hyperbolic Problems: Theory, Numerics, Applications", 9th International Conference on Hyperbolic Problems held in Pasadena in 2002 (T. Hou and E. Tadmor, eds.), Springer (2003) 227240..
 

H. Liu and E. Tadmor Critical thresholds in 2D restricted EulerPoisson equations SIAM Journal of Applied Mathematics 63(6) (2003) 18891910..
 

H. Liu and E. Tadmor Rotation prevents finitetime breakdown Physica D 188 (2004) 262276.
 

H. Liu Critical thresholds in the semiclassical limit of 2D rotational Schrodinger equations ZAMP 57 (2006) 4258.
 

H. Liu Global orientation dynamics for liquid crystalline polymers Physica D 228 (2007) 122129.
 

B. Cheng and E.Tadmor Long time existence of smooth solutions for the rapidly rotating shallowwater and Euler equations SIAM Journal on Mathematical Analysis 39(5) (2008) 16681685.
 

T. Li and H. Liu Critical thresholds in a relaxation model for travel flows Indiana Univ. Math. Journal 57(3) (2008) 14091430.
 

E. Tadmor and D. Wei On the global regularity of subcritical EulerPoisson equations with pressure Journal of the European Mathematical Society 10 (2008) 757769.
 

D. Chae and E. Tadmor On the finite time blowup of the EulerPoisson equations in Rn Communications in Mathematical Sciences 6(3) (2008) 785789.
 

T. Li and H. Liu Critical thresholds in hyperbolic relaxation systems Journal of Differential Equations 247(1) (2009) 3348.
 

T. Li and H. Liu Critical thresholds in a relaxation system with resonance of characteristic speeds Discrete and Continuous Dynamical Systems  Series A 24(2) (2009) 51521.
 

B. Cheng and E. Tadmor An improved local blowup condition for EulerPoisson equations with attractive forcing Physica D 238 (2009) 20622066.
 

Tong Li and SunÄica ÄŒaniÄ‡ Critical thresholds in a quasilinear hyperbolic model of blood flow Networks and Heterogeneous Media 4(3) (2009) 527536.
 

H. Liu, E. Tadmor and D. Wei Global regularity of the 4D Restricted Euler Equations Physica D 239 (2010) 12251231.
 

D. Wei Critical thresholds in multidimensional restricted Euler equations Communications in Mathematical Sciences 9(2) (2011) 583596.
 

Bin Cheng and Chunjing Xie On the classical solutions of two dimensional inviscid rotating shallow water system J. Differential Equations 250 (2011) 690709.
 

D. Wei, E. Tadmor and H. Bae Critical thresholds in multidimensional EulerPoisson equations with radial symmetry Communications in Mathematical Sciences 10(1) (2012) 7586.
 

J. Hunter and M. Ifrim Quasilinear Schrödinger equation for large amplitude inertial oscillations in a rotating shallow fluid IMA Journal of Applied Mathematics (2013).
 

Y. Lee and H. Liu Thresholds in threedimensional restricted EulerPoisson equations Physica D 262 (2013) 5970.
 

E. Tadmor and C. Tan Critical thresholds in flocking hydrodynamics with nonlocal alignment Proceedings of the Royal Society A (2014).
 

Masashi Ohnawa L^{âˆž}stability of continuous shock waves in a radiating gas model SIAM J. Math. Anal. 46(3) (2014) 21362159.
 

Yongki Lee and Hailiang Liu Thresholds for shock formation in traffic flow models with Arrhenius lookahead dynamics Discrete and Continuous dynamical systems 35(1) (2015) 323339.
 

Geng Chen Optimal timedependent lower bound on density for classical solutions of 1D compressible Euler equations Indiana Univ. Math. J 66(3) (2015) 725740.
 

J. A. Carrillo, Y.P. Choi E. Tadmor & C. Tan Critical thresholds in 1D Euler equations with nonlocal forces Mathematical Models and Methods in Applied Sciences 26(1) (2015) 185206.
 

Yongki Lee Blowup conditions for two dimensional modified Eulerâ€“Poisson equations Journal of Differential Equations In Press (2016).
 

Yongki Lee UpperThresholds for shock formation in twodimensional weakly restricted EulerPoisson equations Communications in Mathematical Sciences 15(3) (2016) 593608.
 

Jose A. Carrillo, YoungPil Choi and Ewelina Zatorska On the pressureless damped EulerPoisson equations with quadratic conï¬nement: critical thresholds and largetime behavior Mathematical Models and Methods in Applied Sciences (2016).
 

Bin Cheng, Peng Qu and Chunjing Xie Singularity formation and global existence of classical solutions for one dimensional rotating shallow water system Preprint (2017).
 

R. Shvydkoy and E. Tadmor Eulerian dynamics with a commutator forcing Transactions of Mathematics and its Applications 1(1) (2017) 126.
 

R. Shvydkoy and E. Tadmor Eulerian dynamics with a commutator forcing II: flocking Discrete and Continuous Dynamical SystemsA 37(11) (2017) 55035520.
 