%%
@article{fds10139,
Author = {Ning Ju and Stephen Wiggins},
Title = {On Roughness of Exponential Dichotomy},
Journal = {Journal of Mathematical Analysis and Application,264 (2001),
39-49},
Key = {fds10139}
}
@article{fds10140,
Author = {Ning Ju},
Title = {Existence of Global Attractor for the 3D Modified
Navier-StokesEquations},
Journal = {Nonlinearity, 14 (2001), 777-786.},
Key = {fds10140}
}
@article{fds10141,
Author = {Ning Ju and Stephen Wiggins},
Title = {An Integral Manifold Theorem for an Unbounded
Non-autonoumous System},
Key = {fds10141}
}
@article{fds10109,
Author = {Ning Ju},
Title = {On the Global Stability of Temporal Discretization of the
Navier-Stokes Equations,},
Journal = {IMA Journal of Numer. Anal. 2001},
Key = {fds10109}
}
@article{fds10110,
Author = {N. Ju and D. Small and S. Wiggins},
Title = {Existence and Computation of Hyperbolic Trajectories of
Aperiodically Time Dependent Vector Fields and Their
Approximations.},
Key = {fds10110}
}
@article{fds9692,
Author = {Ning Ju},
Title = {The H^1-compact global attractor for the solutions to the
Navier-Stokes equations in two-dimensional unbounded
domains.},
Journal = {Nonlinearity 13 (2000), no. 4, 1227--1238},
Key = {fds9692}
}
@article{fds9693,
Author = {Ning Ju},
Title = {Estimates of asymptotic degrees of freedom for solutions to
the Navier-Stokes equations.},
Journal = {Nonlinearity 13 (2000), no. 3, 777--789.},
Key = {fds9693}
}
@article{fds9694,
Author = {Ning Ju},
Title = {Numerical analysis of parabolic p-Laplacian: approximation
of trajectories.},
Journal = {SIAM J. Numer.Anal. 37 (2000), no. 6, 1861--1884},
Key = {fds9694}
}
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