# Search results for: Bixiang Wang

Journal of Differential Equations > 2018 > 264 > 1 > 378-424

Nonlinear Analysis: Theory, Methods & Applications > 2017 > 158 > C > 60-82

Journal of Differential Equations > 2017 > 262 > 3 > 1575-1602

Journal of Dynamics and Differential Equations > 2016 > 28 > 3-4 > 1309-1335

Physica D: Nonlinear Phenomena > 2014 > 289 > Complete > 32-50

Applied Mathematics and Computation > 2014 > 246 > Complete > 365-376

Journal of Mathematical Analysis and Applications > 2014 > 417 > 2 > 1018-1038

Nonlinear Analysis > 2014 > 103 > Complete > 9-25

Nonlinear Analysis: Real World Applications > 2013 > 14 > 3 > 1308-1322

Journal of Differential Equations > 2012 > 253 > 5 > 1544-1583

Nonlinear Analysis > 2011 > 74 > 18 > 7252-7260

Nonlinear Analysis > 2010 > 73 > 10 > 3336-3347

Nonlinear Analysis > 2010 > 72 > 9-10 > 3887-3902

Journal of Dynamics and Differential Equations > 2010 > 22 > 3 > 413-437

Nonlinear Analysis > 2009 > 71 > 7-8 > 2811-2828

Nonlinear Analysis > 2009 > 70 > 11 > 3799-3815

Journal of Differential Equations > 2009 > 246 > 6 > 2506-2537

Nonlinear Analysis > 2009 > 70 > 5 > 2000-2013

Journal of Differential Equations > 2009 > 246 > 2 > 845-869

Frontiers of Mathematics in China > 2009 > 4 > 3 > 563-583

^{ n }when external terms are unbounded in a phase space. The existence of a pullback global attractor for the equation is established in

*L*

^{2}(ℝ

^{ n }) and

*H*

^{1}(ℝ

^{ n }), respectively. The pullback asymptotic compactness of solutions is proved by using uniform a priori estimates on the...