Convergence Rates - Globe Thesis

Keyword [Convergence Rates] Result: 21 - 40 \| Page: 2 of 3
21.	Convergence Rates And Stability Of Boundary Layer Solution For Damped Wave Equation In Half Space
22.	Limiting Distribution Of Extremes Of Skew-normal Distribution And Its Associated Pointwise Convergence Rates
23.	Existence And Prolonged Overall Behavior Of Entropy Euler-Poisson Equations And Other Non-bipolar
24.	The Existence Of One-dimensional Quantum Monopoles And Big-time Behavior Equations Euler-Poisson
25.	Limiting Behavior Of Eigenvectors Of Large Dimensional Random Matrices
26.	The Investigation On Some Problems Of The Mixed Fluid Mechanics
27.	Stability And Convergence Rates Of Boundary Layer Solution For Damped Wave Equation In The Two-Dimensional Half Space
28.	A Finite Difference Approximation For Tempered Fractional Laplace
29.	Large Time Behavior Of Solutions To Hyperbolic Equations With Time-Dependent Damping
30.	Convergence Rates Of Vanishing Diffusion Limit On Conservative Form Of Hsieh’s Equation
31.	Homogenization Of Elliptic And Parabolic Systems With Stratified Or Locally Periodic Structure
32.	The Research On The Large-Time Behavior Of Solution To The Non-Isentropic Navier-Stokes/Allen-Cahn Equations
33.	Two Kinds Of Convergence Rates In The Weak Law Of Large Numbers For Long-range Dependent Linear Processes
34.	L~p-convergence Rates To Nonlinear Diffusive Waves For Solutions To Nonlinear Hyperbolic Conservation Laws With Damping
35.	L~p-Convergence Rates Of Solutions Of The Bipolar Quantum Hydrodynamic Models For Semiconductors In The Quarter Plane
36.	Efficient Numerical Solutions With Weighted Polynomials For Space-Fractional Partial Differential Equations
37.	The Research On Convergence Rates Of Time-inhomogeneous Markov Chains And MCMC Algorithms
38.	The Large Time Asymptotic Behavior And Convergence Rate Of Solutions Of The Non-isentropic P-equations With Time-dependent Damping
39.	Convergence Of Strongly Nonlinear Diffusion Waves For The Solution Of Euler Equation With Damping
40.	Nonconforming mixed finite element methods for linear elasticity
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