Ill-posed problem - Globe Thesis

Keyword [Ill-posed problem] Result: 1 - 20 \| Page: 1 of 6
1.	On The Properties Of Atmospheric Circulation Equation And Analytic Solution Computation
2.	Survey Data Modeling And Semiparametric Estmating
3.	Some Newton-Type Regularization Methods With Double Parameters For Solving Nonlinear Ill-Posed Problems
4.	Regularization Of Inverse Problems In Mathematical Physics
5.	CTSVD Method And Numerical Differentiation
6.	Nonlinear Implicit Iterative Method And Regularization GMRES Method For Solving Ill-posed Problems
7.	Several Type Of Iterative Methods For Solving Nonlinear Ill-Posed Problems
8.	Regularization Theory And Algorithm For The Inverse Problems Of Elliptic Partial Differential Equations
9.	Studies On Some Inverse Problems For The Helmholtz Equation
10.	Studies On Numerical Methods For Several Inverse Problems For Parabolic Equations
11.	Numerical Differentiation And Its Application
12.	The Numeircal Computation Of Direct And Inverse Scattering Problems For Helmholtz Equation With Periodic Structure
13.	Application Of Total Variation-Based Regularization To The Inverse Problem Of A Kind Of Heat Equation
14.	The Mollification Method And Its Application
15.	Three Regularization Methods For Backward Heat Conduction Problems With Convection Term
16.	The Research Of Regularization Parameter In Regularization Method
17.	Study On Numerical Methods Of Discrete Ill-Posed Problem In Inverse Problem
18.	A MATLAB Package For One Demensional Numerical Differentiation
19.	Problem Of Second Order Numerical Differentiation
20.	Applications Of Wavelet Theory In Solving Ill-Posed Problems
<<First <Prev Next> Last>> Jump to