preconditioned - Globe Thesis

Keyword [preconditioned] Result: 141 - 160 \| Page: 8 of 9
141.	The use of wavelet-like basis functions in finite element algorithms
142.	Implementing a Preconditioned Iterative Linear Solver Using Massively Parallel Graphics Processing Units
143.	A preconditioned iterative parallel solver for the incompressible Navier-Stokes equations
144.	A finite element solver for the Navier-Stokes equations using a preconditioned adaptive BICGSTAB (l) method
145.	Preconditioned Iteration Methods For Two Kinds Of Linear Saddle Point Problems And Low-rank Parallelization Methods For Two Kinds Of Linear Matrix Equations
146.	Research On The Efficient Solution Method Driven By Application Features For Linear Equation Systems
147.	Research On Theories And Algorithms For Solving Two Classes Of Tensor Equations
148.	Sensing Matrix Constructions And Preconditioned Method For Compressed Sensing Problems With Gabor Frames
149.	A Fast Preconditioned Algorithm For Nonlocal Diffusion Model
150.	Two Improved Preconditioned Iterative Methods For Solving Generalized Saddle Point Problem
151.	On The Study Of Preconditioned Krylov Subspace Iterative Methods And Their Application
152.	Research On The Acceleration And Application Of Two Types Of Primal-Dual Fixed Point Algorithms
153.	Preconditioned Methods For The Third Order Radau-?A Discretization Of One-dimensional Space Fractional Diffusion Equations
154.	Non-local Regularization Methods Based On Bayesian Framework
155.	Restrictively Preconditioned Conjugate Gradient Method For Weighted Toeplitz Regularized Least-squares Problems
156.	A Class Of Splitting Preconditioned Iterative Methods For Solving Optimal Control Problems Of Navier-Stokes Equations
157.	Simulating Ground States Of Rotating Spin-2 Bose-einstein Condensates
158.	Studying Properties Of Ground States Of Spin-2 Bose-Einstein Condensates And The Corresponding Efficient Numerical Methods
159.	The Preconditioned Methods For Solving Two Types Of Special Equations
160.	The Study Of Preconditioned GSOR-Based Iteration Method For Solving Systems Of Nonlinear Equations
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