Dimension estimation - Globe Thesis

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1.	Research On Intrinsic Dimensionality Estimation Of High-Dimensional Data Set
2.	Long - Time Behavior Of Two - Dimensional Maxwell - Navier - Stokes Equations With External Force
3.	Global Attractor, Dimension Estimation And Inertial Manifold Of Two - Dimensional Generalized Anisotropic Kuramoto - Sivashinsky Equation
4.	Long Time Behavior Of A Class Of Generalized Kirchhoff-Sine-Gordon Equation
5.	Research On Interference Suppression Based On Subspace Estimation
6.	The Pullback Attractor And Its Dimension Estimation For A Class Of Evolution Equations On Unbounded Domains
7.	The Long Time Behavior For A Class Of High-order Nonlinear Kirchhoff Beam Equations With Strong Damping
8.	Long Time Behavior Of A Class Of High-order Kirchhoff-type Equations
9.	A Family Of Attractors For A Class Nonlinear High-order Kirchhoff Equations
10.	Existence And Fractal Dimension Estimation Of Exponential Attractors For Impulsive Dynamical Systems
11.	Upper Box Dimension Estimation For An Arbitrary Subset Of The Non--conformal Repeller
12.	Research And Application Of Intrinsic Dimension Estimation Methods For High-dimensional Data
13.	Semiparametric Efficient Estimation In High Dimensional Regression Models
14.	Properties And Dimension Estimation Of Attractors For Three-Dimensional Brinkman-Forchheimer Equation
15.	Long-time Behavior Of A Class Of High-order Nonlinear Kirchhoff Equations
16.	Dynamic Behavior Of A Class Of Higher-order Kirchhoff Equations
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